This document provides guidance on solving missing number problems using division for KS2 Maths SATs exams. It explains that students may be asked to find a missing number in an equation by dividing the number on the right side of the equation by the number on the left side. Several examples are worked through, such as 12 x 121 = 1452 and 4 x 60 = 240, demonstrating that the missing number is found by dividing the right side number by the left side number. Students are then given practice problems to solve for the missing numbers.
This powerpoint was used in my 7th and 8th grade classes to review the fundamental counting principle used in our probability unit. There are three independent practice problems at the end.
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How To Do KS2 Maths SATs Paper A Division Questions (Part 1)
1. How To Do KS2 Maths SATs
Type Questions
(Paper A – Calculator Not
Allowed)
Division 1: Finding a
Missing Number Using
Division
For more maths help & free games related to
this, visit: www.makemymathsbetter.com
2. In a SAT paper you might be asked to find a missing number
in a sum by using division.
3. In a SAT paper you might be asked to find a missing number
in a sum by using division.
For example: write the missing number to make this
calculation correct.
12 x
= 1452
4. In a SAT paper you might be asked to find a missing number
in a sum by using division.
For example: write the missing number to make this
calculation correct.
12 x
= 1452
To find the answer, you need to divide the number on the right
hand side of the equation
5. In a SAT paper you might be asked to find a missing number
in a sum by using division.
For example: write the missing number to make this
calculation correct.
12 x
= 1452
To find the answer, you need to divide the number on the right
hand side of the equation (1452)
6. In a SAT paper you might be asked to find a missing number
in a sum by using division.
For example: write the missing number to make this
calculation correct.
12 x
= 1452
To find the answer, you need to divide the number on the right
hand side of the equation (1452) by the number on the left
hand side
7. In a SAT paper you might be asked to find a missing number
in a sum by using division.
For example: write the missing number to make this
calculation correct.
12 x
= 1452
To find the answer, you need to divide the number on the right
hand side of the equation (1452) by the number on the left
hand side (12).
8. In a SAT paper you might be asked to find a missing number
in a sum by using division.
For example: write the missing number to make this
calculation correct.
12 x
= 1452
To find the answer, you need to divide the number on the right
hand side of the equation (1452) by the number on the left
hand side (12).
1452 divided by 12 = 121
9. In a SAT paper you might be asked to find a missing number
in a sum by using division.
For example: write the missing number to make this
calculation correct.
12 x
= 1452
To find the answer, you need to divide the number on the right
hand side of the equation (1452) by the number on the left
hand side (12).
1452 divided by 12 = 121
Therefore:
12 x 121 = 1452
10. A similar example is: write in the missing number.
4x
= 200
(2007 Paper A)
Again, to find the answer, you need to divide the number on
the right hand side of the equation (200) by the number on
the left hand side (4).
200 divided by 4 = 50
Therefore:
4x
50
= 200
11. A similar example is: write in the missing number.
4x
= 240
Again, to find the answer, you need to divide the number on
the right hand side of the equation (200) by the number on
the left hand side (4).
200 divided by 4 = 50
Therefore:
4x
50
= 200
12. A similar example is: write in the missing number.
4x
= 240
Again, to find the answer, you need to divide the number on
the right hand side of the equation (200) by the number on
the left hand side (4).
200 divided by 4 = 50
Therefore:
4x
50
= 200
13. A similar example is: write in the missing number.
4x
= 240
Again, to find the answer, you need to divide the number on
the right hand side of the equation (240) by the number on
the left hand side (4).
200 divided by 4 = 50
Therefore:
4x
50
= 200
14. A similar example is: write in the missing number.
4x
= 240
Again, to find the answer, you need to divide the number on
the right hand side of the equation (240) by the number on
the left hand side (4).
200 divided by 4 = 50
Therefore:
4x
50
= 200
15. A similar example is: write in the missing number.
4x
= 240
Again, to find the answer, you need to divide the number on
the right hand side of the equation (240) by the number on
the left hand side (4).
200 divided by 4 = 50
Therefore:
4x
50
= 200
16. A similar example is: write in the missing number.
4x
= 240
Again, to find the answer, you need to divide the number on
the right hand side of the equation (240) by the number on
the left hand side (4).
240 divided by 4 = 50
Therefore:
4x
50
= 200
17. A similar example is: write in the missing number.
4x
= 240
Again, to find the answer, you need to divide the number on
the right hand side of the equation (240) by the number on
the left hand side (4).
240 divided by 4 = 60
Therefore:
4x
50
= 200
18. A similar example is: write in the missing number.
4x
= 240
Again, to find the answer, you need to divide the number on
the right hand side of the equation (240) by the number on
the left hand side (4).
240 divided by 4 = 60
Therefore:
4x
60
= 240
19. Now try some by yourself. Calculate the missing numbers in
these equations. Click to see if you are correct:
20. Now try some by yourself. Calculate the missing numbers in
these equations. Click to see if you are correct:
a)
6x
= 420
21. Now try some by yourself. Calculate the missing numbers in
these equations. Click to see if you are correct:
a)
6 x 70 = 420
70
22. Now try some by yourself. Calculate the missing numbers in
these equations. Click to see if you are correct:
a)
6 x 70 = 420
70
b)
x 7 = 630
23. Now try some by yourself. Calculate the missing numbers in
these equations. Click to see if you are correct:
a)
6 x 70 = 420
70
b)
90 x 7 = 630
70
24. Now try some by yourself. Calculate the missing numbers in
these equations. Click to see if you are correct:
a)
6 x 70 = 420
70
b)
90 x 7 = 630
70
c)
9x
= 720
25. Now try some by yourself. Calculate the missing numbers in
these equations. Click to see if you are correct:
a)
6 x 70 = 420
70
b)
90 x 7 = 630
70
c)
9 x 80 = 720
70
26. Now try some by yourself. Calculate the missing numbers in
these equations. Click to see if you are correct:
a)
6 x 70 = 420
70
b)
90 x 7 = 630
70
c)
9 x 80 = 720
70
d)
x 12 = 1452
27. Now try some by yourself. Calculate the missing numbers in
these equations. Click to see if you are correct:
a)
6 x 70 = 420
70
b)
90 x 7 = 630
70
c)
9 x 80 = 720
70
d)
1217 x 12 = 1452
0
28. Now try some by yourself. Calculate the missing numbers in
these equations. Click to see if you are correct:
a)
6 x 70 = 420
70
b)
90 x 7 = 630
70
c)
9 x 80 = 720
70
d)
1217 x 12 = 1452
0
e)
x 17 = 7752
29. Now try some by yourself. Calculate the missing numbers in
these equations. Click to see if you are correct:
a)
6 x 70 = 420
70
b)
90 x 7 = 630
70
c)
9 x 80 = 720
70
d)
1217 x 12 = 1452
0
e)
4567 x 17 = 7752
0
30. Now try some by yourself. Calculate the missing numbers in
these equations. Click to see if you are correct:
a)
6 x 70 = 420
70
b)
90 x 7 = 630
70
c)
9 x 80 = 720
70
d)
1217 x 12 = 1452
0
e)
4567 x 17 = 7752
0
f)
26 x
= 19578
31. Now try some by yourself. Calculate the missing numbers in
these equations. Click to see if you are correct:
a)
6 x 70 = 420
70
b)
90 x 7 = 630
70
c)
9 x 80 = 720
70
d)
1217 x 12 = 1452
0
e)
4567 x 17 = 7752
0
f)
26 x 7537 = 19578
0
32. That’s it for now......
For more help with your maths, try
my book:
mastering multiplication tables
on amazon.com
5