This set of Non Verbal Reasoning Questions and Answers (MCQs) focuses on “Dot Situation Analysis – Set 9”.
1. Identify the figure which satisfies the same condition of placement of dots as in given figure.
a)
b)
c)
d)
View Answer
Explanation: Here, in the given figure, one of the dots lies in the region common to diamond, circle and rectangle and the other dot lies in the region common to square and rectangle. So, the option which consists of both types of regions is the answer.
Hence, the answer is .
2. Identify the figure which satisfies the same condition of placement of dots as in given figure.
a)
b)
c)
d)
View Answer
Explanation: Here, in the given figure, one dot lies in the region common to rectangle, square and triangle and the second dot lies in the region common to rectangle only. So, the option which consists of these types of regions is the answer.
Hence the answer is .
3. Identify the figure which satisfies the same condition of placement of dots as in given figure.
a)
b)
c)
d)
View Answer
Explanation: Here, in the given figure, first dot lies in the region common to triangle, square and hexagon and second dot lies in the hexagon region only. So, the option which consists of these regions is the answers.
Hence the answer is .
4. Identify the figure which satisfies the same condition of placement of dots as in given figure.
a)
b)
c)
d)
View Answer
Explanation: Here, in the given figure first dot lies in the region common to square, rectangle and diamond and second dot lies in the region common to rectangle only and third dot lies in the region common to rectangle, square and triangle. So, the option which consists of these regions is the answer.
Hence the answer is .
5. Identify the figure which satisfies the same condition of placement of dots as in given figure.
a)
b)
c)
d)
View Answer
Explanation: Here, in the given figure, one of the dots lies in region common to rectangle and circle and second dot lies in the region common in hexagon, rectangle, circle and triangle. So, the option which consists of these regions is the answer.
Hence the answer is .
6. Identify the figure which satisfies the same condition of placement of dots as in given figure.
a)
b)
c)
d)
View Answer
Explanation: Here, in the given figure, first dot lie in the region common to circle, triangle, pentagon and square, the second dot lies in the region common to square and circle and the third dot lies in the region common in circle, pentagon and square. So, the option which consists of these regions is the answer.
Hence the answer is .
7. Identify the figure which satisfies the same condition of placement of dots as in given figure.
a)
b)
c)
d)
View Answer
Explanation: Here, in the given figure, first dot lies in the region common to parallelogram and rectangle and the second dot lies in region common to parallelogram, rectangle, circle and diamond. So, the option which consists of these regions is the answer.
Hence the answer is .
8. Identify the figure which satisfies the same condition of placement of dots as in given figure.
a)
b)
c)
d)
View Answer
Explanation: Here, in the given figure, first dot lies in the region of circle, parallelogram and rectangle and the second dot lies in the region common to hexagon, circle and rectangle. So, the option which consists of these regions is the answer.
Hence the answer is .
9. Identify the figure which satisfies the same condition of placement of dots as in given figure.
a)
b)
c)
d)
View Answer
Explanation: Here, in the given figure, first dot lies in the region common in triangle and parallelogram and the second dot lies in the region common to rectangle, triangle, trapezium and parallelogram. So, the option which consists of these regions is the answer.
Hence the answer is .
10. Identify the figure which satisfies the same condition of placement of dots as in given figure.
a)
b)
c)
d)
View Answer
Explanation: Here, in the given figure, first dot lies in the region common to hexagon only and the second dot lies in the region common to circle only. So, the option which consists of these regions is the answer.
Hence the answer is .
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