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Question 1
2
9
6
3
Question 1 Explanation:Looking at the diagram in rows, the central circle equals half the sum of the numbers in the other circles to the left and right of the centre.
Question 2
2
1
5
7
Question 2 Explanation:Reading each row as a 3 digit number, the rows follow the sequence of square numbers, from 17 to 19.
Question 3
10
2
9
5
Question 3 Explanation:Starting with the top left square, and moving clockwise around the other 3, the sum of the digits in each square follows the sequence 20, 19, 18, 17.
Question 4
3
8
4
1
Question 4 Explanation:Values in the lower left table equal the sums of the values in corresponding positions of the top two tables, and values in the lower right table equal the difference in values in corresponding positions of the top two tables.
Question 5
25
19
21
10
Question 5 Explanation:In each triangle, add the lower 2 digits together and multiply by the upper digit to give the result in the centre.
Question 6
281
280
100
050
Question 6 Explanation:Working from top to bottom, numbers follow the sequence of multiples of 14, from 112 to 182, with each value being written back to front.
Question 7
100
31
10
30
Question 7 Explanation:Working in columns, divide the top value by 2 to give the middle value, and multiply this by 3 to give the bottom value.
Question 8
A:10 B:72
A:18 B:72
A: 20 B: 60
A: 72 B: 18
Question 8 Explanation:In the first oval, all numbers are divisible by 8, and in the second, they are all divisible by 7.
Question 9
5
10
2
4
Question 9 Explanation:The average of the numbers in each column is always 4.
Question 10
23
19
50
70
Question 10 Explanation:Divide the diagram in half, horizontally and vertically, to give 4 squares, each 3x3. In each square, add up the 4 outer numbers, and put the result in the space in the centre.
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