11-Plus Maths Quiz - Multiplication and Division 2 (Easy) (Questions)

In the previous quiz we learned how to perform multiplication and division with fractions – I hope you didn’t find it too difficult! In this, the second of our easy level quizzes on the topic, we look at multiplying and dividing decimal numbers, as well as fractions and whole numbers.

Decimal numbers don’t pose too much of a problem – just treat them the same as whole numbers and make sure you correctly place the decimal point. Making an estimate of the answer before you try any calculations should help with this. As far as fractions go, well, practice makes perfect! Keep playing these quizzes until you feel confident enough to move on to the next level.

As ever, be sure to read each question thoroughly – and make sure you understand it – before you choose your answer. And don’t forget the helpful comments after each question. You’ll find many useful tips hidden away in them.

1. What is the correct answer to the given calculation?
32 ÷ 34
[ ] 24
[ ] 4223
[ ] 48
[ ] 4213
2. What is the correct answer to the given calculation?
18 × 2.4
[ ] 48.6
[ ] 36.4
[ ] 40.5
[ ] 43.2
3. What is the correct answer to the given calculation?
97 ÷ 9
[ ] 10.9
[ ] 1034
[ ] 10.7
[ ] 1079
4. What is the correct answer to the given calculation?
24 ÷ 68
[ ] 16
[ ] 18
[ ] 32
[ ] 36
5. What is the correct answer to the given calculation?
19 × 13
[ ] 58
[ ] 613
[ ] 57
[ ] 623
6. What is the correct answer to the given calculation?
10 ÷ 13
[ ] 30
[ ] 3.3
[ ] 313
[ ] 33
7. What is the correct answer to the given calculation?
142 x 13
[ ] 1,846
[ ] 1,704
[ ] 1,988
[ ] 1,820
8. What is the correct answer to the given calculation?
1.7 × 110
[ ] 170
[ ] 17
[ ] 1.7
[ ] 0.17
9. What is the correct answer to the given calculation?
16 x 120
[ ] 60
[ ] 20
[ ] 30
[ ] 40
10. What is the correct answer to the given calculation?
35 ÷ 212
[ ] 28
[ ] 87.5
[ ] 14
[ ] 56.7
11-Plus Maths Quiz - Multiplication and Division 2 (Easy) (Answers)
1. What is the correct answer to the given calculation?
32 ÷ 34
[ ] 24
[x] 4223
[ ] 48
[ ] 4213
To divide by a fraction, invert (turn upside down) the fraction and multiply. LEARN this technique. So, 32 ÷ 34 = 32 × 43 = (32 × 4) ÷ 3 = 128 ÷ 3 = 42.666 or 4223
2. What is the correct answer to the given calculation?
18 × 2.4
[ ] 48.6
[ ] 36.4
[ ] 40.5
[x] 43.2
Treat decimals just like whole numbers, but remember to correctly place the decimal point. 18 x 2 = 36 and 18 x 3 = 54, so your answer must fall between these two values (i.e. 43.2 rather than 432)
3. What is the correct answer to the given calculation?
97 ÷ 9
[ ] 10.9
[ ] 1034
[ ] 10.7
[x] 1079
97 ÷ 9 = 10 remainder 7. As we are dealing with ninths, the remainder becomes 79
4. What is the correct answer to the given calculation?
24 ÷ 68
[ ] 16
[ ] 18
[x] 32
[ ] 36
To divide by a fraction, invert (turn upside down) the fraction and multiply. LEARN this technique. So, 24 ÷ 68 = 24 × 86 = (24 × 8) ÷ 6 = 192 ÷ 6 = 32
5. What is the correct answer to the given calculation?
19 × 13
[ ] 58
[x] 613
[ ] 57
[ ] 623
In general, multiplying by 1 over a number is the same as dividing by that number: in this case, 3:
19 ÷ 3 = 6.333 or 613
6. What is the correct answer to the given calculation?
10 ÷ 13
[x] 30
[ ] 3.3
[ ] 313
[ ] 33
Remember that dividing by 1 over a number is the same as multiplying by that number: in this case, 3:
10 x 3 = 30
7. What is the correct answer to the given calculation?
142 x 13
[x] 1,846
[ ] 1,704
[ ] 1,988
[ ] 1,820
Looking at the last digit in a number can provide a clue:
2 x 3 = 6 so the answer to 142 x 13 must end with a 6
8. What is the correct answer to the given calculation?
1.7 × 110
[ ] 170
[ ] 17
[ ] 1.7
[x] 0.17
Remember that multiplying by 1 over a number is the same as dividing that number: in this case, 10:
1.7 ÷ 10 = 0.17
9. What is the correct answer to the given calculation?
16 x 120
[ ] 60
[x] 20
[ ] 30
[ ] 40
As you know, multiplying by 1 over a number is the same as dividing by that number: in this case, 6:
120 ÷ 6 = 20
10. What is the correct answer to the given calculation?
35 ÷ 212
[ ] 28
[ ] 87.5
[x] 14
[ ] 56.7
To make this easier, first convert 212 into halves:
35 ÷ 212 = 35 ÷ 52
Next, invert (turn upside down) the fraction and multiply:
35 ÷ 52 = 35 × 25 = (35 × 2) ÷ 5 = 70 ÷ 5 = 14