Day 24 – Multiplying a fraction by a fraction Success Criteria I understand what a proper fraction is I can multiply a proper fraction by another proper fraction I can set out and use the fraction multiplication method DNA Choose a number from below and halve it as many times as you can! What is the largest amount of decimal places you can reach? 24 94 57
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Day 24 Multiplying a fraction by a fraction · Day 24 –Multiplying a fraction by a fraction Success Criteria I understand what a proper fraction is I can multiply a proper fraction
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Day 24 – Multiplying a fraction by a fraction
Success Criteria
I understand what a proper fraction is
I can multiply a proper fraction by another proper
fraction
I can set out and use the fraction multiplication
method
DNA
Choose a number from below and halve it as many times as you can! What is the largest amount of decimal places you can reach?
249457
Retrieval practice
Name the shape How many faces does a cube have?
What is the lowest common multiple of 5
and 8?
What is the product of 7 and 13?
How many vertices does a cube have?
What is the difference between 250ml and 1l?
1 HP
2 HPs
3 HPs
Retrieval practice
Name the shapecuboid
How many faces does a cube have?
6
What is the lowest common multiple of 5 and 8?
40
What is the product of 7 and 13?91
How many vertices does a cuboid have?
8
What is the difference between 250ml and 1l?
750ml
1 HP
2 HPs
3 HPs
3. Explain why this calculation is correct.
Daily practice
36
985 ÷ 5 =
15 – 9.83 =
3. Explain why this calculation is correct.
Daily practice
36
985 ÷ 5 =
15 – 9.83 =
3. Explain why this calculation is correct.
Daily practice answers
36
197
6.17
Model answer-The person has multiplied 6 by 6 and the correct answer is 36
985 ÷ 5 =
15 – 9.83 =
Write the definitions for the words we will come across today – can you think of an example question for the word?
Word Definition Example
Integer
Minute
Multiple
Proper fractions
• This is when the top number (numerator) is smaller than the bottom number (denominator). Here is an example:
3 is smaller than 4. Write down 5 other examples of proper fractions.
Multiplying proper fractions by proper fractions example
• x = • Multiply the numerators• Multiply the denominators• Simplify (if you can)
Multiplying fractions
Put your knowledge into action! Practice with these questions; if you are confident.
• Watch this short video!
• https://www.youtube.com/watch?v=qmfXyR7Z6Lk
• Remember to simplify your answers (refer to the lesson fromyesterday)!