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Math Instruction for English Language Learners

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Several years ago, I met a high school math teacher named Hillary Hansen who had just taught her first Basic Math course for English language learners (ELLs). She wanted so much to provide the students with the good foundation they needed, but she felt unable to engage them in her lessons. By the end of the year, she was exhausted and frustrated.That summer she had an opportunity to join a district Sheltered Instruction Observation Protocol (SIOP) cohort to receive professional development and support the needs of ELLs in content classes. She learned about the importance of language acquisition, building background knowledge, increasing student language production, and explicitly teaching academic language. She began the following school year with a new set of tools and a deeper understanding of the instructional scaffolding ELLs need in order to learn the content while also learning English.While Hillary still felt challenged and was working hard, the second year was much more successful for her and her students. She felt she was providing them with the foundation they needed not only to understand the mathematical concepts, but also to successfully interact within a math classroom in order to learn more advanced concepts.As a result of more effective instruction, her students:Understood the content better and were working together to find creative ways to learnIncreased their participation in discussions and learned how to use instructional supports in the classFelt more comfortable with math and asking questions to get the help they neededYou can learn more about some strategies that Hillary and other teachers recommend for teaching ELLs math in the information below, along with reflection tips and ideas for getting to know your students’ math backgrounds.ELL Math Resource CollectionThis resource collection features several ideas for teaching math to ELLs.Reflection QuestionsHow much math instruction have your ELLs received in their prior schooling?How much do their levels of math background vary?What are some of their strengths related to math?What are some of their challenges?What are some practical ways your ELLs are using math in their daily lives?What kinds of strategies have supported their success or engagement in other areas?What are some ways that collaboration or co-teaching might support your ELLs?What are some leadership opportunities you might give ELLs in pair work or small group work?Learn About Students’ Math BackgroundsTeaching ELLs: Tips for Math TeachersPrint PDF >It’s important to remember that ELLs’ math backgrounds may vary significantly. Some students may have had consistent schooling where they developed strong math skills. Others may have limited or no formal schooling, but may have practical skills related to time, money, or other daily topics. If possible, find out whether students have attended school regularly and what kind of experience they have had with math instruction and with math in general. Look for ways to tie instruction to student interests (like sports) and responsibilities at home that involve math, such as helping with family finances, working in family businesses, and holding other jobs. For example, students from migrant farmworker families may be using math related to agriculture, such as weighing or selling produce. Also keep in mind that students may use other numeric and measurement systems students, such as metric system, Celsius, military time, etc.In addition, Pennsylvania educators Sally Lopez and Erin Minick also encourage educators to:Look for leadership opportunities for all students in math classProvide students with opportunities to “teach” others, work together, and demonstrate what they know in multiple waysGroup students intentionally and with sensitivity, avoiding the designation of specific students as “needing more help” in their grouping, partner assignments, or placement in the classroom(Ms. Lopez and Ms. Minick conducted a book study focused on Teaching Math to Multilingual Students, which you can learn more about from their website.)Keep in mind that veteran educators of ELLs also stress the importance of getting to know students as a key part of supporting student success. For example, in this NCELA webinar, Dr. Haiwen Chu, a national expert on mathematics education for English Learners at WestEd, recalls that visiting his high school students’ neighborhoods provided valuable insights on their experiences and familiar topics.See additional ideas for getting to you know your ELLs in 10 Strategies for Building Relationships with ELLs.The Language of MathAlthough it is easy to assume that many ELLs will excel in math class because math is a “universal language” and students may have had prior educational experience that included mathematical instruction, that assumption can lead educators astray. While computational skills may transfer, ELLs may still need support with language-focused tasks, such as solving word problems, learning (and using) math vocabulary, and writing explanations. All of these skills require a language proficiency that sometimes exceeds our expectations. We tend to think of mathematics as a subject that does not require a strong command of language. In reality, however, mathematical reasoning and problem solving are closely linked to language and rely upon a firm understanding of basic math vocabulary (Dale & Cuevas, 1992; Jarret, 1999), especially when considered along with the demands of college- and career-ready standards.Co-Teaching and CollaborationFor many educators, the challenge of bringing language and math instruction together is a relatively new one. ELL teachers who hadn’t taught content areas previously are now being asked to lead or support instruction in the math classroom, and many math teachers who don’t see themselves as language instructors are now responsible for providing effective math instruction to ELLs. When educators collaborate, however, they can better understand each other’s expertise and combine their expertise for the benefit of students.For example, when planning a lesson, a math teacher and an ELL teacher could collaborate to identify both the target content, such as key standards, concepts, or specific topics, as well as key vocabulary, academic language, and the language-focused tasks students will need to complete the lesson. These tasks might include writing out a proof, reading a math problem, explaining how to solve a problem, or writing out numbers as words. The ELL specialist could walk the math teacher through this process several times so that it becomes a more integrated part of the math teacher’s planning over time. After the lesson, the teachers could identify other areas of focus or clarification needed and share these insights with their colleagues.Another tool content teachers can use is language objectives, which help target the language demands of the lesson. You can learn more about them in the videos featuring Mr. Jesus Ortiz below.Teaching Academic VocabularyVocabulary instruction is essential for effective math instruction. Not only does it include teaching math-specific terms such as “percent” or “decimal,” but it also includes understanding the difference between the mathematical definition of a word and other definitions of that word, as well as understanding the concept a vocabulary word describes.The following example, used in a presentation by Dr. Judit Moschkovich of the University of California at Santa Cruz, underscores why vocabulary must be introduced within the context of the content (Moschkovich, 2008): In this problem, the student is instructed to “find x.” The student obviously knew the meaning of the word “find” because they “found” it on the page and circled it. The student even put a note on the page to help the teacher in locating the lost “x”. The student understood the meaning of “find” in one context, but not in the appropriate mathematical context.I recently helped a math teacher create a sheltered lesson, and I was surprised to find that there were some vocabulary words that I didn’t understand. My lack of familiarity with the words hindered my ability to do the math problem and gave me a deeper empathy for ELLs who struggle in the same way with vocabulary and comprehending math assignments.Following is a list of tips for explicitly teaching mathematical academic vocabulary.Teach key academic vocabularyAfter you identify your target content, identify the academic vocabulary words that students will need to understand that content. Some of these key phrases or new vocabulary words may also be helpful to pre-teach in small groups or mini lessons. Think about:Academic vocabulary (equilateral)Words and phrases needed to solve a problem (less than, given, arrange)Common words needed to solve word problems (train station, dolphin, favorite)Homophones (eight/ate, plane/plain, one/won, two/to/too, four/for, some/sum)Words that students are likely to encounter in other settings (formula, prove)Words that represent a numerical value necessary for solving the problem, such as measurement words (foot, feet, meter, pounds, kilometers)After you identify the vocabulary you wish to teach, use scaffolds for academic vocabulary, such as: Visuals: These can include visual representations of concepts, photos, and illustrations of key vocabulary words, posters, and number lines.Realia (real objects) and manipulatives: These might include hands-on objects related to a topic or small items, such as coins or small blocks for counting, sorting, weighing, etc.Graphic organizers: Graphic organizers are tools that allow students to organize information in a visual or hands-on way.Anchor charts: Anchor charts are posters that students and teachers co-create to highlight key concepts and vocabulary that students will need for reference.Offer students the chance to work with objects and images in order to master vocabulary. If there aren’t enough items for each student, use manipulatives on the overhead or posted throughout the classroom, and demonstrate the vocabulary in front of the students. For example, Hillary created a Math Word Wall that has three parts: key vocabulary, “in your own words” definitions, and a variety of ways to portray a function. For example, multiplication is portrayed by the following symbols: x, *, and ( ).In addition, it can be helpful to ask students which strategies support their learning. Students often can provide valuable information on what is working for them!For examples of how vocabulary can impact students’ understanding of math problems, see the related video with ESL teacher Anne Formato below.Teach words with multiple meaningsDemonstrate that vocabulary can have multiple meanings. Help students understand the different meanings of words, as well as how to use them correctly in a mathematical context. This is also a good opportunity for using visuals and realia. Examples include:YardPlotTableProofAreaEvenPlanePlaceTimesBillQuarterChangeDraw on students’ home languagesUse cognates, which are related words in two languages. English and Spanish have many cognates within academic terms, like fraction/fracción.Use translated words or phrases strategically. For example, New York University has published bilingual glossaries for several topics.Allow (and encourage!) students to use their languages in group work to solve problems, brainstorm, and review material. Students will understand material better if they explain it to another student, and the new student will benefit from hearing the explanation in their first language.Increasing Student Language ProductionThe language demands of math are complex. Working with an ELL specialist can be a good starting point for identifying some of the math demands of the lessons you are teaching, as well as for planning how to teach and scaffold those language demands.As I’ve worked with content area teachers in my district to develop Sheltered Instruction lessons and activities to enhance ELL learning, I’ve told them, “If a student doesn’t say it in your class, they’re never going to say it.” This is a bit dramatic, but it’s true to some extent. When students learn new vocabulary, the opportunity to use it must be presented in class, because students are unlikely to try it out on their own — especially academic words like “parallelogram” or “function”!Here are some tips to increase student-to-student interaction with academic language in the math classroom:Have students translate symbols into words, and write the sentence out. Hillary used this strategy to check students’ comprehension of problems before they solved them. For example, 3x + 4 = 16 would be written out, “Three times X plus four equals sixteen.” This helps students process the operations involved in the question and gives them an opportunity to think through how to solve it. It also gives students a chance to familiarize themselves with important vocabulary words. Writing out the answer to a problem is a very important skill to develop because many state math tests require a constructed response to questions.Create a “sentence frame” and post it on the board. Write the format of the sentence you would like students to use in discussion and then hold them accountable for using it. For example, “The answer is _______ degrees because it is a _________ triangle. (Learn more in our sentence frame and sentence stems strategy.)Have students share problem-solving strategies. This involves asking a simple question, such as, “Did anyone else get the answer in a different way?” Then allow enough wait time so students can think through how their problem-solving process was similar or different to the one offered.Allow students to discuss how they are thinking about math. This is a way of redirecting the lesson from teacher-to-student to student-to-student. For example a student might ask a question, “How do you know what kind of triangle it is?” Instead of the teacher answering and going to the board and pointing out the names and different triangles, the teacher can simply ask, “Does someone have an answer? Or “Would someone like to offer help to Mario?” Allow students to share how they think about the math concept and any tips they have for remembering the information.Incorporate writing activities, such as entrance/exit tickets or math journals. This is an excellent way for students to process what they’ve learned and what questions they still have. The journal or exit/entrance ticket prompt could start with simple prompts such as, “One thing I learned today...” “One thing I still don’t understand…” “One way I can get the help I need…” “The answer to this problem is…” “Something that helped me was...“Challenge students to create their own math problems. This can be a fun activity if students create a problem similar to the ones you have used in class and they exchange problems with a partner. By creating the problem and checking the answer they are reinforcing their own learning.Teach students how to read, interpret, and summarize data. Provide students with explicit, step-by-step instructions in how to read charts, graphs, tables, and infographics, as well as how to describe what they observe in visual representations of data.Model the kinds of writing students are expected to complete (e.g., written explanations). Students need to see and understand what they are expected to do and produce, such as explaining how they solved a math problem. This is a great opportunity for the “gradual release” strategy -- I do, we do, you do.Try AI tools. Consider using AI tools to rewrite math problems for students at early levels of proficiency or to generate math problems with familiar vocabulary that achieve your target objective. Bilingual Glossaries in Content AreasNew York University has published several bilingual glossaries in multiple languages that cover different content areas, including elementary math, middle school math, Algebra 1 and 2, Calculus, and related math terms.Reading and Understanding Written Math ProblemsWritten word problems present a unique challenge to ELL students and teachers alike. In Reading and Understanding Written Math Problems, Brenda Krick-Morales writes, “Word problems in mathematics often pose a challenge because they require that students read and comprehend the text of the problem, identify the question that needs to be answered, and finally create and solve a numerical equation — ELLs who have had formal education in their home countries generally do not have mathematical difficulties; hence, their struggles begin when they encounter word problems in a second language that they have not yet mastered” (Bernardo, 2005).Teacher Xiao-lin Yin-Croft has encountered this pattern in her classroom of bilingual Chinese students in San Francisco. She has developed a very creative way to use her students’ background knowledge of math as a stepping stone for other language learning. She does this by accelerating math instruction at the beginning of the school year and then building on what students have learned in math in reading and other content areas. In Building Bridges for the Future, Xiao-lin explains her strategy:First, we read math word problems; I demonstrate the logical thinking process while translating words into pictures and, finally, into number sentences. Soon, they start to explain their own thinking after reading complicated word problems that involve several steps. They correct each other and argue about which number sentences they should use to arrive at the correct final results. As they sharpen their math skills, I capitalize on their enthusiasm to teach them how to extract the most important information from texts, and move them toward the oral and reading fluency they need to understand and discuss more challenging texts.Even if you aren’t accelerating math instruction, however, there are a number of ways to help students master word problems. Krick-Morales offers suggestions in the previously mentioned article, such as explicit instruction of key vocabulary, daily practice of problem solving, repeated readings of the word problem together as a class, and hands-on activities such as movement, experiments, or drawing to help students comprehend the problem. As students become more familiar with math vocabulary, they will be able to solve problems more easily.Identify key background knowledge in math problemsIt’s important to identify what kinds of background knowledge students will need to understand a math problem. For example, Ms. Lopez and Ms. Minick used this activity with a conference session: Ms. Lopez chose four math problems from her son’s math textbook and asked session attendees to brainstorm the kinds of background knowledge students might have questions about, some of which were relevant to solving the problem and some of which weren’t. Here are some things that attendees came up with:A math problem about a coupon and sales tax at a dog groomer: What is a dog groomer? Why do people take their dogs to get groomed? What is sales tax? What is a coupon? What is “deluxe”? What is an estimate and a discount?A math problem about people receiving a voucher for a free water bottle at a football game: Is football different from soccer? What is a voucher? Does the water bottle come with water inside it?A math problem about a fishing pole on sale: What is “percent off”? What is a sale? What is “regularly priced”? What steps have to be followed to solve this problem?A math problem about calculating a tip in a restaurant: What does “leave a tip” mean? What is a tip? Does the fact that there are four sisters (Emilia and three sisters) impact the outcome of the problem? Why aren’t they using an app like Venmo?As seen from the example above, this can be a powerful area in which math teachers and ELL teachers can collaborate.The Role of Background KnowledgeWhen it comes to background knowledge that impacts students’ understanding of new concepts, students may have relevant experiences to what you are teaching that just need to be drawn out (as in the vignette below). In other cases, students may not have the needed background knowledge. My colleague Hillary found that sometimes her students would get “lost” in a problem simply because they didn’t understand the context. Following are some tips to help in tapping into and building background knowledge of students.Identify connections to your students’ experiences. When planning the lesson, consider whether they might have relevant experiences, and as you introduce the lesson, find out what they know, giving them an opportunity to make connections. They may come up with connections you never had imagined!Modify the linguistic complexity of language and rephrase math problems. Students will understand the problem better if it is stated in shorter sentences and in language they understand. This may be an area in which you wish to experiment with AI tools that can rewrite problems.Guide students to cross out the unnecessary vocabulary in word problems. Doing so allows students to focus on the math function required. For example, one problem Hillary’s students came across referred to a “school assembly.” Even though the meaning of that phrase wasn’t important in the solving of the math problem, students didn’t know it wasn’t important, and the lack of understanding contributed to their confusion.Build knowledge from real world examples. Try to reinforce concepts with examples that students can picture and talk students through the situation. For example, if you need to paint a room, you need to know how much area will be covered so that you know how much paint to buy. Look for familiar ideas or props that can be used to engage students such as recipes, news stories about the economy, or discussion of personal spending habits.Use manipulatives purposefully. This is important at all grade levels. Hillary has found math cubes to be very useful in having students represent the numbers in the problems and then manipulate the cubes to get the answer. She used the cubes and the terms “hot” and “cold” numbers when teaching with the concept of negative numbers. Students would use the red cubes as “hot” or positive numbers and the blue cubes as “cold” or negative numbers. As students laid out the number of hot cubes and cold cubes represented, they could easily see if the answer would be a positive or negative number by which color had the most cubes. A problem such as -2 + 1 = -1 would look like this: The student then removed pairs of cubes — one red, one blue — until they could no longer remove any blocks. The remaining blocks represent the answer. Classroom vignette: A moment of humilityA middle school math teacher was trying to teach points on a grid and vertical/horizontal axis to her ESL students, three boys from Vietnam. She tried many approaches, including visuals, games, simulations, and manipulatives, and was just about to give up after very little progress. Suddenly, a student said, “Oh, I know — same same you drive a boat!” (“The same as you drive a boat!”) It turns out the child had helped his uncle use the stars to navigate a raft when they were fleeing Vietnam and trying to reach refugee camps in Thailand. He explained the concept to the other boys in Vietnamese with gestures and drawings on the board, who knew exactly what he was talking about. The teacher reflected, “I felt so humble. These boys knew a lot more about math than I had given them credit for. I had failed to activate their prior knowledge, and in the process had almost given up.“Source: This vignette is presented in Chapter 4 of Special Education Considerations for English Learners: Delivering a Continuum of Services. Using TechnologyTechnology can also be a powerful tool in math instruction for ELLs. Here are some ways you can play with technology in a math lesson:Look for educational resources that accompany your school’s technology tools and programs. There may be online or software programs available for teachers. For teachers who have an electronic whiteboard in the classroom, there are many resources available on links that can be easily accessed and brought into the classroom.Find out what’s available online. Both PBS Learning Media and Vital NY (Video Teaching and Learning for NYS Educators) on Teachers’ Domain offers an online library of free public media resources. Teachers’ Domain resources include video and audio segments, Flash interactives, images, documents, lesson plans for teachers, and student-oriented activities. (Free registration required.)If students are using a calculator or other device, ensure that they learn how to use it. Based on background and prior educational experience, students might not be familiar with how to use a calculator, graphing calculator, or math apps on devices such as phones or tablets. Give students a chance to practice solving problems with their calculators once you have reviewed different functions. Texas Instruments offers numerous activities and product tutorials in their educational materials.Learn more about how to use AI tools in math. AI tools can be used to generate, differentiate, or rewrite a math problem; create a summary of a lesson plan; and many other tasks. Keep in mind that AI-generated content always need a careful review and edit. (See more in Using AI in Math from Edutopia.)Look for interactive games that offer students a chance to practice their mathematical skills. Nintendo DS has an educational game called Brain Age, which is not language specific. The game provides excellent mathematical training for numbers and tracks results, showing student improvement over time.Books About Math and MathematiciansIn addition, there are lots of books about math and mathematicians that you can incorporate into your classroom and classroom library. You can see a wide range of titles for different ages in our Math Resource Collection.Closing ThoughtsEven if it doesn’t come easily at first, there are ways to get ELLs excited about math. By keeping their language skills and needs in mind when planning mathematical instruction (and by helping your colleagues do the same), you will be taking important steps in helping students master mathematical concepts and skills. You never know — your students may be the next generation of economists, rocket scientists, and math teachers just waiting for the tools they need! Note: I’d like to thank my Minnesota colleagues, Hillary Hansen at Burnsville Senior High School and Kim Olson at Hidden Valley Elementary, as well as Xiao-lin Yin-Croft from San Francisco, for providing many of the helpful math teaching tips in this article. It is inspiring to know that there are talented, creative teachers who are always finding better ways to teach and are willing to share the knowledge.Related VideosHow vocabulary can get in the way of solving a word problemELL Specialist Anne Formato talks about the trouble a student had in understanding a written math problem based on a vocabulary word. Teacher Alejandra Rojas: Why cognates are your “best friend” in math classElementary teacher Alejandra Rojas, who teaches in a dual-immersion program, explains why cognates support vocabulary development in her Spanish-language math class. Teacher Alejandra Rojas: When bilingual students translate for their parentsAlejandra Rojas, a teacher at a dual-immersion school in Arlington, VA, shares some of her experiences as a child and teenager translating for her mother. How to Write Language Objectives: Tips for ELL EducatorsIn this video from Syracuse, NY, Jesus Ortiz, a bilingual teacher, learns how to write a language objective from Areli Schermerhorn, a peer evaluator with expertise in ELL and bilingual education. Teacher Observation Cycle: A Math Lesson on PictographsThis video highlights Mr. Ortiz’s math lesson on pictographs. While the main topic of the video is teacher evaluation, numerous best practices and strategies related to math instruction for ELLs are mentioned in the video. Recommended ResourcesNCELA Teaching Practice Brief: Math (A related podcast is available as well)Supporting English Learners in Math and Science: Effective Instructional Practices and Examples from NCELA’s Teaching Briefs PBS Learning Media: Math LessonsEngageNY: Common Core and MathCommon Core Math and ELLs: Blog PostsDiscovery Education: PuzzlemakerCatherine Snow: Word Generation SMART Notebook Lesson ActivitiesTranslating Word ProblemsColorín Colorado Webcast: English Language Learners in Middle and High School

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Using Cognates to Develop English Comprehension

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Using Cognates to Develop English Comprehension

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Cognates are words in two languages that share a similar meaning, spelling, and pronunciation. While English may share very few cognates with a language like Chinese, 30-40% of all words in English have a related word in Spanish. For Spanish-speaking ELLs, cognates are an obvious bridge to the English language.

Not surprisingly, researchers who study first and second language acquisition have found that students benefit from cognate awareness. Cognate awareness is the ability to use cognates in a primary language as a tool for understanding a second language. Children can be taught to use cognates as early as preschool. As students move up the grade levels, they can be introduced to more sophisticated cognates, and to cognates that have multiple meanings in both languages, although some of those meanings may not overlap. One example of a cognate with multiple meanings is asistir, which means to assist (same meaning) but also to attend (different meaning).

Classroom strategies for teaching cognates

Read aloud

When you read aloud to your students, ask the Spanish speakers to raise their hand when they think they hear a cognate. Stop reading and discuss that cognate. Point out the subtle differences you hear between the Spanish and English words. If you have a French, Italian, or Portuguese speaker in your class, invite them to contribute cognates in that language.

Student reading

As ELLs read their texts, ask them to find three or four cognates and write them on sticky pads. Collect those notes and put them on an OUR COGNATES laminated chart. Before the class ends, read or have students read them to the class. Discuss spellings or sounds that are the same and different between the cognates.

Follow-up activities:

Word Sort

Pair students and give each pair a set of cognate cards: one card has the English cognate and the other has the Spanish cognate. For example:

Have students sort the words. Then ask them what the word pairs have in common and write responses on the board.

Circle Differences

Ask students to indicate which letters are different between the cognates by circling the letters. Alternate between having them call out differences with the teacher circling and occasionally having students come up and circle the differences themselves.

False Cognates

Write examples of false cognates on the board. For example: embarrassed/ embarazada and pie/ pie. Warn students that they might run into some words that are false cognates. These are words that look alike but do not have the same meaning in English and Spanish. Ask the students:

Does anyone know what pie means in Spanish ( foot)? What does the word pie mean in English ( dessert)?

Another example of a false cognate is the word embarrassed in English and embarazada in Spanish. What does embarrassed mean in English (to feel ashamed about something)? Does anyone know what embarazada means in Spanish ( pregnant)?

Give students some cognates and false cognates and ask them to identify each. Examples of false cognates:

Ask students to work with a partner to find as many cognates and false cognates as they can from a given list of words. After they finish, ask partners to share one example of each with the class.

Exaggerate intonation and stress

Cognate words can cause problems for Spanish speakers learning English and vice versa because of different stress patterns in the two languages. Point out how the emphasis changes in the following words:

condition / condición

animal / animal

ability / habilidad

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Using Cognates to Develop Comprehension in English

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Cognates are words in two languages that share a similar meaning, spelling, and pronunciation. While English may share very few cognates with a language like Chinese, 30-40% of all words in English have a related word in Spanish. For Spanish-speaking ELLs, cognates are an obvious bridge to the English language.

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Includes sentence frames and prompts to provide support for communication

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Good science starts with a question. Using inquiry science, children discover answers to their questions in the same way that scientists do - with experiments, predictions, observations, and conjectures.

In this excerpt from Chapter 4 of Becoming Scientists: Inquiry-Based Teaching in Diverse Classrooms, Grades 3-5, Rusty Bresser and Sharon Fargason offer ideas for choosing appropriate language support strategies in the science classroom that will match students' proficiency levels. The activities described are designed to engage students in the practices outlined in the Next Generation Science Standards (NGSS).

Providing Support

The support that we provide English language learners during inquiry science falls into three categories: strategies that make content comprehensible, strategies that provide opportunities for communication, and strategies that provide support for communication.

Making Content Comprehensible

The strategies that make science content comprehensible include ones that Sharon uses to help students access key vocabulary:

the use of illustrated vocabulary banks

highlighting cognates

recasting science terms or using familiar synonyms

providing realia and concrete materials

Sharon also uses gestures or acts out words, phrases, and directions when teaching. She uses lots of visuals such as graphic organizers and pictures that help children "see" concepts. In addition, she modifies her teacher talk by slowing down and articulating clearly when giving directions, emphasizes key words, and avoids idiomatic phrases or slang. In addition to bridging new vocabulary with students' native languages, Sharon always taps their prior knowledge and experiences so that they can build on their current knowledge about science topics. All of these strategies help English language learners access science content because they allow them to visualize what the teacher is saying and connect what they are learning to what they already know.

Providing Opportunities for Communication

Sharon uses several different talk formats to provide students with the chance to discuss their learning:

Whole-class discussions provide a forum in which there are many opportunities for the cross-pollination of ideas.

Small-group formats create a safer environment in which more students get a chance to talk (See Figure 4.1).

Partner talks give English language learners an even safer place to share ideas and rehearse what they might report in a whole-class setting.

Figure 4.1: Student Conversation

When partnering students during pair-shares, Sharon sometimes places a student with advanced proficiency with a beginning-level English learner so that language modeling or translation can occur.

At other times, she places two students together who are at the same proficiency level in English so that more talk can happen. Sharon might even let the students choose whom they want to pair-share with.

To begin a science discussion, Sharon might ask a question and then give students sufficient time (sometimes up to ten seconds) to gather their thoughts and generate a response before talking to the group or to their partner. Providing wait or think time is crucial for all students, but particularly for English language learners, who may need more time to think before sharing.

The use of wait time and the different talk formats provide opportunities for all English learners to think and then talk about their learning. But what if the students don't have the language (in English) to say something? This is when it is important for the teacher to offer structured support to assist students in communicating.

Providing Support for Communication

Sharon uses a variety of strategies to help her students communicate their science thinking and practice new words and phrases they are learning (see Figure 4.2). Some strategies are easy to use and take little time or effort. For example, Sharon might ask for a thumbs-up or thumbs-down after asking a question such as "Do you agree or disagree with Carlos's hypothesis?"

Eliciting nonverbal responses supports English learners because the responses help teachers check for understanding without requiring students to produce language. English learners can participate and show that they understand a concept, or agree or disagree with someone's ideas, without having to talk. This is especially important for students whose comprehension of English is more advanced than their ability to speak the language.

Another easy strategy to use that supports students is having them give a choral response or echo in unison a new word or phrase. For example, when introducing the phrase conductor of electricity, Sharon had the class echo the phrase to her several times. This strategy exposes students to new vocabulary and serves as a model for correct pronunciation, syntax, and grammar. It also gives them practice using the language of science.

During a science lesson, students are exposed to many important concepts and ideas. These ideas may come from the teacher or from another student in the class. One strategy that holds students responsible for listening is having them repeat or reword someone else's idea. Although repeating may not seem like a high-level task, it is much more active than simply listening to the concepts as they are presented. Rewording encourages students to express a new concept in their own language, a language we know they understand. Students can repeat or reword statements made by the teacher or by other students. The teacher can also repeat or reword statements made by students to emphasize or question information (Bresser, Melanese, and Sphar 2009).

Figure 4.2 Strategies, Activities, and Tools to Support English Learners

Makes Content Comprehensible
Provides Opportunities for Communication

Provides Support for Communication

Provide illustrated vocabulary banks Modify teacher talk

Gesture/act out words, phrases, directions

Highlight cognates

Recast science terms

Use concrete materials/realia Connect to prior learning

Use graphic organizers

Use talk formats:

Elicit nonverbal responses

Elicit choral responses

Have students repeat or reword

Use sentence frames/prompts Differentiate questions

Partner talk

Table talk

Whole-group discussion

Use wait time

Sentence Frames and Prompts
Two effective tools that help students say something about their learning are sentence frames and prompts. Prompts can be oral or written and are used as sentence starters. For example, during an inquiry lesson on energy, Sharon showed the class a video and then had them talk and write about what they learned. She provided the following prompts to jump-start their thinking and writing:

In another lesson on UV beads, Sharon provided the following prompts to help students formulate testable questions:
What if...?
Does...?
I wonder...?
What will happen if...?
Is it possible to ____________?
Sentence frames serve a variety of purposes. They provide the support English language learners need to fully participate in science discussions, serve to contextualize and bring meaning to vocabulary, provide a structure for practicing and extending English language skills, and help students use the vocabulary they learn in grammatically correct, complete sentences (Bresser, Melanese, and Sphar 2009).

During a unit on energy, Sharon wanted the students to make a prediction about a pair of students' hypothesis. To help them make a prediction, she provided the following frames. The first frame is appropriate for beginning-level English learners. Sharon differentiated the second frame for intermediate/advanced English learners. Notice how the second frame includes the conjunction because. This prompts the learners to explain their thinking further but requires more language:
I predict ___________ hypothesis will work/won't work.
I predict ___________ hypothesis will work/won't work because __________.
During an investigation of UV beads, Sharon offered the following frame to help students describe the beads:
The beads are ____________ and made of ____________.
To create sentence frames, Sharon first thinks about what key vocabulary students will need to know and understand. She then thinks about the purpose for using language. Will students be using vocabulary to make predictions about a hypothesis? Draw conclusions about an experiment? Compare minerals? Describe an energy source? Ask questions about UV beads? Explain how they got a toy car to move?

Sharon tries to anticipate what students will say, and this guides her in creating the frames. When structured appropriately, sentence frames are flexible enough to be useful in a variety of contexts and open enough to allow students to give us their own ideas. These frames allow students to use the key vocabulary terms and put together complete thoughts, thoughts that can be connected, confirmed, rejected, revised, and understood. What's important is that the teacher model using the frames and give students practice so that they will actually use the frames during instruction.

The chart in Figure 4.3 includes examples of sentence frames for different topics in science and for different language functions or purposes for using language. The examples also include frames that are differentiated for different levels of English proficiency: beginning and intermediate/ advanced.

Supporting Students at Different Proficiency Levels

As mentioned, the students in Sharon's class represent a wide range of proficiency levels in English.

Native and advanced English speakers

For example, John and Felicia are native English speakers who require little linguistic support during inquiry science, although sentence frames for advanced proficiency levels can push them to use more sophisticated language.

Carlos and Benito are at advanced and intermediate levels of English proficiency, respectively, and with some added grammatical support, are able to perform all of the language functions that John and Felicia can. For example, when Carlos makes a grammatical error, Sharon models correct usage and has him repeat it to her. These two students, like everyone in Sharon's class, also need exposure to and support for using academic terms during inquiry science. They also need practice talking like scientists, since the language they are expected to use during inquiry is more formal than the English they use on the playground.

Students who are native English speakers, and those who are at advanced and intermediate levels of English proficiency, are able to respond to more open-ended questions during inquiry. For example, Sharon might ask, "What do you think will happen when we use the lemon to make a battery?" This is a good question for native English speakers and those at advanced and intermediate levels of proficiency. But a response to this question requires a lot of language for beginning-level English learners. These students must produce so much language just to structure their answer that they might choose not to answer at all.

Beginning English speakers

Jackie, Alejandra, and Dao are at the beginning stages of English language development and need lots of visual support. They understand more English than they can produce, and the questions that Sharon asks them are sometimes different from the questions she poses to students at more advanced levels. For example, to improve his participation, Sharon might ask Dao a question that requires a nonverbal or one-word response. (For example, "Do you agree with Carlos's hypothesis?" or "Thumbs-up if you agree with Carlos's hypothesis.")

Sharon might ask Dao a question that requires only a physical response. ("Point to the materials that make the bulb light up" or "Can you show me how to make the bulb light up?") Sometimes Sharon will build the answer into the question. ("Which works better, the potato or the lemon?")

Figure 4.4 shows what students at different levels of English proficiency can do, what support they need, and the types of questions that are most effective to ask.

Figure 4.4 * Support for Different Proficiency Levels in Englis

One-word or nonverbal
responses, can identify, match, categorize, and produce simple sentences

Lots of visual and
manipulative support

Questions that elicit one-word,
nonverbal, or physical responses, build the answer into the question

Can describe, explain, define,
retell, compare and contrast, justify, and more
Grammatical support

More open-ended questions,
questions that model the structure of an answer

When thinking about support for students at different proficiency levels, it's important to hold high expectations for all students. Just because a student is beginning to learn English doesn't mean he isn't good at science! And just because a student at the beginning stages of English language development typically struggles with responding to open-ended questions doesn't mean we can't ask them. When Sharon asks an open-ended question, she first asks everyone to think about it. If individual students need a more structured or modified form of the question in order to respond, she will provide one. Sharon's goal is for everyone to improve and move forward in their English language development, and she uses inquiry science as a context for them to do so.

Equitable Access For All Students

During inquiry science, Sharon wants all of her students to have access to science content. If language is a barrier to learning, she provides the necessary support. Without support, many of her students might not be able to participate in science discussions or express their learning through the language of instruction. Providing explicit language support is critical to equitable access.

Lisa Delpit frames this idea in her book Other People's Children (1999). She urges educators to explicitly teach those forms of language that will enable students to succeed in school and actively participate in their learning communities. Therefore, when we expect the students in our diverse classrooms to contribute their ideas during science discussions, we need to make sure that they have the skills in English to do so.

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If you teach English Language Learners, you know that open-ended questions for speaking and writing are especially difficult for them. Modeling strategies, like sentence frames and sentence starters, can be a huge help in building their confidence.

In brief, sentence frames are partial sentences with blank areas for students to fill in. Signal words act as anchors that guide students through the sentence and give context so they know what types of words and phrases are expected. Sentence starters are a similar idea, but with only the beginning idea provided.

Here are some things to keep in mind when using sentence frames and sentence starters.

If you're making your own frames, first think about how you'd like students to respond to the question or prompt. Then remove key vocabulary. Change up the sentence structure for more advanced students.

Challenge students with starters that scaffold the requirement of higher level thinking skills, such as: "I feel that..." "I believe..." or "I agree or disagree because..."

A word bank or word wall can be a great tool for students to draw from. Encourage students to contribute to the word bank which will give them more ownership of their learning.

When using the "I Do, We Do, You Do" classroom strategy, consider adding in sentence frames and sentence starters. They can make lessons more interactive and engaging for students.

For more support for your English Learners, explore Continental's new TEAM Toolkits. They provide valuable activities to help students with listening, reading, writing, and speaking skills to promote academic language success.

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If you teach English Language Learners, you know that open-ended questions for speaking and writing are especially difficult for them. Modeling strategies, like sentence frames and sentence starters, can be a huge help in building their confidence. In brief, sentence frames are partial sentences with blank areas for students to fill in.

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For more great strategies, see our popular Bright Ideas section.

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Phonics is the link between the spelling of a word and its pronunciation. Since English has more sounds than letters, a combination of letters is often necessary to represent a single sound.

At their simplest, short vowel sounds are usually spelled with a single letter, while long vowel and other vowel sounds are generally spelled with combinations of letters. This should not be taken as a strict rule when learning English pronunciation, however, as there are a large number of exceptions. In addition, many spelling patterns of English pronunciation have the possibility of two or more pronunciations using that single spelling. For example, the letters 'e-a' have a different pronunciation in the words team ( long e /i/) and dead ( short e /ɛ/). It is helpful to learn the common spellings for each vowel sound along with knowing all the possible pronunciations for each spelling.

The English language also has a large number of words that are not pronounced the way their spelling suggests. These are called non-phonetic words, and must be memorized individually.

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Vowel sounds and syllables are closely related. Syllables are naturally occurring units of sound that create the rhythm of spoken English. Words with multiple syllables always have one syllable that is stressed (given extra emphasis).

Unstressed syllables may contain schwa /ə/, and can have almost any spelling. In addition, three consonant sounds, the n sound, l sound, and r sound (called 'schwa+r' /ɚ/ when it is syllabic) can create a syllable without an additional vowel sound. These are called syllabic consonants.

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