Every card in Fractions, Year 7: more practice
The whole deck, in order — so you can read it through before your child ever sees it.
- Put these in order, smallest first: 2, −5, −1, 0, −8.
−8, −5, −1, 0, 2
HintPicture them on a number line: further left means smaller.
WhyAmong negative numbers, the one with the larger digit is further below zero, so −8 is smaller than −5.
- Find 3/8 of 64. (number only)
24
HintFind one eighth first, then take three of them.
Why64 ÷ 8 = 8, and 8 × 3 = 24.
- Round 6,483 to the nearest 10.
6,480
HintLook at the digit in the units column.
WhyThe 3 in the units column is less than 5, so the tens digit stays as it is: 6,480.
- Round 8,450 to the nearest hundred.
8,500
HintThe digit in the tens column decides — and a 5 rounds up.
WhyThe tens digit is 5, so the hundreds digit goes up from 4 to 5: 8,500.
- Work out 10 − 3.74. (number only)
6.26
HintWrite 10 as 10.00 so the decimal points line up.
Why10.00 − 3.74 = 6.26. Check: 6.26 + 3.74 = 10.
- Work out 0.6 × 0.4.
0.24
HintMultiply 6 × 4 as whole numbers, then count the decimal places.
Why6 × 4 = 24 and there are two decimal places in total, so 0.24. The answer is less than either number multiplied.
- Work out 7.2 ÷ 0.9. (number only)
8
HintMultiply both numbers by 10 to make the divisor whole.
Why7.2 ÷ 0.9 = 72 ÷ 9 = 8. Check: 0.9 × 8 = 7.2.
- Write 3/5 as an equivalent fraction with denominator 20.
12/20
HintFind what 5 is multiplied by to give 20.
Why5 × 4 = 20, so the numerator must also be multiplied by 4: 3 × 4 = 12.
- Which is larger, 3/4 or 5/7?
3/4
HintRewrite both over a common denominator.
WhyOver 28: 3/4 = 21/28 and 5/7 = 20/28, so 3/4 is larger.
- Which whole numbers n satisfy 2 < n ≤ 6?
3, 4, 5 and 6
HintCheck whether each end is included.
WhyThe open sign < means 2 is not included, and ≤ means 6 is included.
1★ KS3-MATH-NUM-0056
2★ KS3-MATH-NUM-0057
3★ KS3-MATH-NUM-0058
4★ KS3-MATH-NUM-0059
5★ KS3-MATH-NUM-0060
6★ KS3-MATH-NUM-0061
7★ KS3-MATH-NUM-0062
8★ KS3-MATH-NUM-0063
9★ KS3-MATH-NUM-0064
10★ KS3-MATH-NUM-0065
Keep what you learn
Here, nothing is saved. In your child’s own sky every card is scheduled — it comes back just before they’d forget it — and the professor who wrote it is one tap away.