Question 1
I
II
III
IV
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Explanation: The third figure in every row contains the difference between 1^{st} and 2^{nd} figure.
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Question 2
Explanation: The 3^{rd} figure of every row is made from the elements which is not common in 1^{st} and 2^{nd} figure according to which figure III is the correct answer.
Question 3
Explanation: Every row has 3 figures with one circle and two, three, and four lines. In the 3^{rd} row, the 1^{st} two figures have 1 circle and two and four lines. Therefore, the next figure will be a circle and three lines. Therefore option I
Question 4
Explanation: In second row’s 1^{st} figure a semicircle is placed on another. And in 2^{nd} figure, 1^{st} semicircle is turned and joined to the 2^{nd} semicircle. Similarly in first row 2 pentagon is standing on one another. If we turn the 1^{st} pentagon then the figure similar to the option I is correct.
Question 5
1;2;3
4;5;2
1;2;5
5;4;2
Explanation: If we join the 1^{st}, 2^{nd} and 3^{rd} figure, we will get a perfect square.
Question 6
123
234
235
134
Explanation: If we join the 2^{nd}, 3^{rd} , and 4^{th} figure, we will get a perfect square.
Question 7
143
Explanation: If we join the 2^{nd}, 3^{rd} and 5^{th} figure, we will get a perfect square.
Question 8
132
135
Explanation: If we join the 1^{st}, 3^{rd}, and 5^{th} figure, we will get a perfect square.
Question 9
153
124
152
Explanation: If we join the 1^{st}, 3^{rd} and 4^{th} figure, we will get a perfect square.
Question 10
145
324
Explanation: On joining the 2^{nd}, 3^{rd}, and 4^{th} figure in the way shown in the figure above we will get a perfect square.
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March 25, 2021
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