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This probably has something to do with multiplication.

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I know how to add and subtract fractions

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What sequences are

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Depends on what a sequence is and how you use it with fractions

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It has to do with math

# data[].attributes.body
I think we’re going to use patterns.

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How we add and subtract decimals

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Sequence  Patterns usually go from least to greatest

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I know that

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A number sequence is a sequence with 2 addends and a sum

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We know how to add and subtraction decimals and how to get common denominators. ➕➖

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Sequences are patterns

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I know that when creating sequences with fractions you have to find common denominators if the two fractions have different denominators.

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You can create sequences

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We know that we can use fractions in a sequence.

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I can add and subtract fractions.

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Multiplication

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We know that sequences are built around 1 operation in 1pattern.

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We know that sequences are built around 1 operation in 1pattern.

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I don’t understand sequences

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I want to know why creating sequences with fractions is so important? Why it is worthy to be taught?

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I want to learn how to complete the sequence using addition and subtraction with fractions because I we already know that a sequence is a pattern and we know how to add and subtract using fractions so how do we combine the two different math abilities?

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Will this be useful in multiplication.

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How do we make a sequence using addition and subtraction?

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Why is this important? Why do we do this? Is this just for adding fractions to its multiples?

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Why do we use sequences?

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Why create a sequence with fractions because wouldn’t it be easier with a whole number

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How are addition and subtraction helpful to sequences

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How are addition and subtraction helpful to sequences

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How do we create a sequence?

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I don’t know what a sequence is

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HOW DO WE DO THIS!!!!!!

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Do we find common denominators when putting fractions in sequential order

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How do you divide fractions

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Why did we create seq

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How are sequences helpful

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How do we use sequences that write sums, differences, products, and quotients?

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How do we create a sequence using addition and subtraction of fractions?

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Why do we need sequences?

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We know how to find what number is being added in a pattern, or what number will come next

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I now know how to find missing fractions in a pattern, and how to find the rule to a fraction pattern when each fraction has a different denominator.

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You need to use a common denominator to solve the problems.

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What a sequence is 😃😄😀😁😆❗️❕‼️⁉❗️❕❗️❕❗️‼️‼️‼️

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You do need to use common denominators
You need to put them in order of least to greatest
You need to subtract two of the fractions in the pattern and then
once you find the difference you either add or subtract that to the last fraction
in the pattern to find your final answer. 🤪

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In order to solve the sequence you have to find the rule

# data[].attributes.subject
In order to solve the sequence you have to find the rule

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I know that sequences are important because when ever you use them every problem is just that much easier 🇨🇦🇨🇦

# data[].attributes.subject
I know that sequences are important because when ever you use them every problem is just that much easier 🇨🇦🇨🇦

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We learned that a sequence can increase or decrease by a fraction or whole number or a mixed number.

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We basically just learned how to multiply fractions without actually using the operation of multiplication. Technically, we are multiplying, but the way we are doing it is different than regular multiplication. This can be an important skill needed for multiplying, adding over and over again. It’s just like when in second and third grade, when we were just learning how to multiply whole numbers.

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It have learned what a sequence is

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Sequences are number patterns.

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In order to add and subtract patterns, you must simplify fractions.

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In order to add and subtract patterns, you must simplify fractions.

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How to add and subtract fractions

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You need to find a rule  for the sequence.

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How sequences work.

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How to find equal fractions that have different denominators but can still be the same.

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Sequences are patterns with a rule.

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I have learned that sequences are a pattern with a rule and u have to find out what the rule is in order to solve the sequence and I know that in order to finding the rule u have to make the denominators the same.

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It focuses on 1 operation throughout the whole pattern.

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