Use these free Roman numerals dice (six-sided and ten-sided) to help your child learn to recognise Roman numerals and practise using them in games.
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With Christmas lists to write, present-delivery schedules to work out, Grotto problems to solve and light and dark experiments to try this bumper pack of festive learning activities will keep your child engaged over the Christmas break.
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Use your knowledge of time to solve these word problems. For an extra challenge, work against the clock and aim to finish as quickly as possible!
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Can you place these decimals in the correct place on the number line?
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Once you can find 5%, 10%, 50% and 75% of a quantity you can move on to finding the value of harder percentages! Use this method to work out the answers to these tricky percentage questions.
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Can you draw a shape that has four sides and two parallel lines? What about a pentagon? What about a shape with two or more right angles?
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Look at this bar chart, which shows the number of portions of fruit and vegetables eaten by children in Year 5 in one day, and see if you can answer the questions below.
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Are you ready to unleash your maths superpowers? Our number tricks will help you develop X-Ray vision, read minds, memorise hundreds of numbers and more. Add, subtract, multiply, divide and... abracadabra!
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Cut out the following numbers and put them face up on a table. Now ask an adult to read out the questions below. Every time you think you’ve found the correct number, turn it over so it is face down.
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Read each of these numbers, then write the number in digits in the place value grid. Don’t forget to include a comma in the correct place!
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The blue cards show numbers written in digits; the orange cards show the same numbers in words. Can you match them up?
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Each pair of adjacent numbers needs to be multiplied to make the one on top.
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Each pair of adjacent numbers needs to be multiplied to make the one on top.
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Add the adjacent numbers together and write their sum in the circle above them.
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Add the adjacent numbers together and write their sum in the circle above them.
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Add the adjacent numbers together and write their sum in the circle above them.
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Each pair of adjacent numbers needs to be added to make the one on top.
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Setting out your calculation correctly is really important in long division. Remember to write all the numbers in the right place or you’ll get confused! Can you solve these problems using long division?
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Long division is used to divide a large number by a two- (or more) digit number. It is set out in a similar way to short division. We've started off some calculations. Can you can continue each one on your own?
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Can you use the short multiplication method to solve these problems?
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