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Numbers and Place Value

Numbers can be split up into columns, called digits. Place value is about the value of each digit within a number. Each digit has a different value determined by its position in the number.

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Numbers - Numbers and Place Value (Video 1)

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Division without a calculator worksheet 

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Division without a calculator worksheet 

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Please find attached the worksheet from class.

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Contact me for the answer guides once you have sent your questions

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Paper one model solutions (answer guide)

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Paper two model solutions (Answer guide) 

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Paper two model solutions (Answer guide) 

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Functional Skills MATHS Level 2 Exam Sample (City & Guilds Reformed Exam 2020)

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Measures, Shape and Space - Surface Area (Video 1)

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Only use these when you have completed all of the questions.

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Learn how to simplify fractions when the numerator and denominator can be divided by the same number in this Bitesize KS2 maths guide.

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When accessing BKSB live please ensure that you are logging into the Toni and Guy page.

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Converting Units

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Converting Percentages, decimals and Fractions

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Converting between Percents, Decimals and Fractions 127-4.16

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Percentage of

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Percentage Trick - Solve precentages mentally - percentages made easy with the cool math trick!

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BIDMAS Revision

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Distance, Speed, Time

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Distance Speed Time Triangle ( DST Triangle )

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Mass, Density, Volume

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Adding Mixed numbers

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Metric system, convert units

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Metric System Conversions Song | Measurement Song for Kids

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Area.

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Volume of shapes

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Scale drawings

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Scale drawings | Geometry | 7th grade | Khan Academy

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What is Line of best Fit?

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corbett maths simplifying fractions - Bing video

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Year 3

DD.1

Use the models to complete the equivalent fraction sentence. The coloured pieces in each model show parts of the whole.

2

4

=

2

Excellent! You got that right!

Jumping to level 1 of 1

Excellent!

Now entering the Challenge Zone.
Are you ready?

Work it out

Not feeling ready yet? This can help:

CC.5 Match fractions to models

CC.5

Match fractions to models - Year 3

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Practising Year 3 maths: ‘Find equivalent fractions using area models: two models’

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Improve your maths skills by practising free problems in ‘Find equivalent fractions using area models: two models’ and thousands of other practice lessons.

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Compare mixed numbers and improper fractions corbett maths - Bing video

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Improper Fractions into Mixed Numbers (Simplifying Math)

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https://youtu.be/gDM5BkTiuc0

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Fractions Addition Subtraction - Corbettmaths

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Adding and subtracting fractions worksheet 

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Adding and subtracting fractions worksheet 

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Year 3

DD.1

Use the models to complete the equivalent fraction sentence. The coloured pieces in each model show parts of the whole.

2

4

=

2

Excellent! You got that right!

Jumping to level 1 of 1

Excellent!

Now entering the Challenge Zone.
Are you ready?

Work it out

Not feeling ready yet? This can help:

CC.5 Match fractions to models

CC.5

Match fractions to models - Year 3

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Practising Year 3 maths: ‘Find equivalent fractions using area models: two models’

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Improve your maths skills by practising free problems in ‘Find equivalent fractions using area models: two models’ and thousands of other practice lessons.

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Hi Everyone
This is a link to level 2 numeracy test vocabulary and revision notes

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Hi Everyone
This is a link to level 2 numeracy test vocabulary and revision notes

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Hi Everyone
This is a link to level 2 numeracy test vocabulary and revision notes

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Hi Everyone
This is a link to level 2 numeracy test vocabulary and revision notes

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Simplifying fractions online activity for Grade 4. You can do the exercises online or download the worksheet as pdf.

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Fractions: Addition and Subtraction Video

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The Corbettmaths video tutorial on adding fractions and subtracting fractions

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Converting fractions, decimals and percentages. 

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Converting fractions, decimals and percentages. 

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For the best viewing experience, use a desktop or laptop.

If you are using a mobile or tablet, please turn your device to landscape mode.

Fractions, Decimals and Percentages

Here we will look at how to convert between fractions , decimals, and percentages. All 3 forms are equivalent ways of saying the same thing, but we normally use the one that is most appropriate in that particular scenario.

Make sure you are happy with the following topics before continuing.

Comparing Fractions, Decimals and Percentages

You will need to be able to compare and order fractions, decimals and percentages.

Example: Put the following in order from smallest to largest:

23\% \dfrac{1}{4} \dfrac{6}{25} 0.245

Step 1: Convert all of the numbers into the same form (converting all to decimals is usually the easiest):

23\% = 0.23

\dfrac{1}{4} = 0.25

\dfrac{6}{25} = 0.24

Step 2: Rewrite the list as decimals:

0.23 0.25 0.24 0.245

Step 3: Put the list in order from smallest to largest, using the technique of ordering decimals:

0.23 0.24 0.245 0.25

Step 4: Write down the order, converting the decimals back into their original form:

23\% \dfrac{6}{25} 0.245 \dfrac{1}{4}

FS Level 1 FS Level 2

Example 2: Converting Fractions and Decimals

a) Write \dfrac{11}{20} as a decimal.
[2 marks]
For a quick method, notice that 20\times 5=100 and dividing by 100 is easy. So, multiply the top and bottom of the fraction by 5 to get

\dfrac{11\times 5}{20\times 5} =\dfrac{55}{100}=0.55

b) Write \dfrac{11}{8} as a decimal.
[2 marks]
Here, we just need to divide 11 by 8. The best way to do this is to use the bus stop method:

So,

\dfrac{11}{8} = 1.375

c) Write 3.76 as a fraction in its simplest form.
[2 marks]
Write the decimal as a fraction with a 1 on the bottom. Then, repeatedly multiply the top and the bottom of the fraction by 10 until the top number turns into a whole number,

\dfrac{3.76}{1}=\dfrac{37.6}{10} = \dfrac{376}{100}

Finally, simplify the fraction:

\dfrac{376}{100} = \dfrac{188}{50} = \dfrac{94}{25}

FS Level 1 FS Level 2

Example 3: Converting Percentages and Fractions

a) Write 28.5\% as a fraction in its simplest form.
[2 marks]
Percentages are out of 100, so write it as a fraction with 100 on the bottom:

28.5\%=\dfrac{28.5}{100}

Then, multiply the top and bottom by 10 (to make them whole numbers):

28.5\% = \dfrac{285}{1000}

Finally, simplify the fraction:

\dfrac{285}{1000} = \dfrac{57}{200}

b) Write \dfrac{3}{5} as a percentage.
[2 marks]
Firstly, convert the percentage to a decimal. Notice that,

\dfrac{3}{5}=\dfrac{3\times 2}{5\times 2} = \dfrac{6}{10}

So,

6\div 10 = 0.6

Then, to convert this decimal to a percentage, by multiplying by 100 and adding a \% sign:

0.6 \times 100 = 60\%

FS Level 1 FS Level 2

Example Questions

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Fractions Decimals and Percentages Revision | Practice Questions

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For the best viewing experience, use a desktop or laptop. If you are using a mobile or tablet, please turn your device to landscape mode. Here we will look at how to convert between fractions , decimals, and percentages.

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Fractions Addition Subtraction - Corbettmaths

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Only use when you have answered the questions.

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Converting improper fractions to mixed fractions 

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Converting improper fractions to mixed fractions 

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How to Convert Improper Fractions Into Mixed Numbers

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In math, improper fractions are fractions where the numerator (the top half) is a number that is bigger than or equal to the denominator (the bottom half). To convert an improper fraction to a mixed number (which is made from a fraction...

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Percentages of amounts (non calculator) worksheet 

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Percentages of amounts (non calculator) worksheet 

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Compound interest test questions - National 5 Application of Maths Revision - BBC Bitesize

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In National Lifeskills Maths learn more about interest. Interest increases every year, so next years interest in worked out on a larger amount of money.

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Locating points on a coordinate graph.

Common Core Connection for 5th Grade

Graph points on the coordinate plane.
Use a pair of perpendicular number lines, called axes, to define a coordinate system.
Understand that the meaning of each number in the coordinate pair.

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Play Space Graph at MathPlayground.com! Find the point on the coordinate graph.

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Learn how to perform order of operations using BIDMAS with BBC Bitesize Maths. For students between the ages of 11 and 14.

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BASIC MATHS - BIDMAS (for Key Stage 2 + 3, GCSEs, and Beginners)

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interactive resources for teaching ks2 measurements

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Volume of a cylinder (interactive resource)

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Volume of a cylinder (interactive resource)

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Interactives . 3D Shapes . Surface Area & Volume

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If you were offered either of these two glasses of the same liquid, which would get you the most?

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Measures, Shape and Space - Nets (Video 1)

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Assesses and reinforces the student's understanding of area calculation of different basic shapes, and how to subdivide compound shapes in order to calculate total area.

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Finding the mean, median, mode and range

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Finding the mean, median, mode and range

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0:00 / 3:51•Watch full video

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Handling Data - Mean, Median, Mode and Range (Video 1)

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Finding the mean, median, mode and range 

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Finding the mean, median, mode and range 

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0:00 / 3:51•Watch full video

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Handling Data - Mean, Median, Mode and Range (Video 1)

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Measures, Shape and Space - Maps and Scale Drawings (Video 1)

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Measures, Shape and Space - Maps and Scale Drawings (Video 1)

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Who wants to be a millionaire? Place value 

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Who wants to be a millionaire? Place value 

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Place Value Millionaire Game for Tablets and iPads