Non Verbal Reasoning - Classification - Discussion
Discussion Forum : Classification - Section 1 (Q.No. 20)
Directions to Solve
In each problem, out of the five figures marked (1), (2), (3), (4) and (5), four are similar in a certain manner. However, one figure is not like the other four. Choose the figure which is different from the rest.
20.
Choose the figure which is different from the rest.
(1) (2) (3) (4) (5)
Discussion:
104 comments Page 1 of 11.
KRISHI UMESH NEVE said:
3 weeks ago
The Sum of the given figures is even except option (C). So, it must be the answer.
Shaurya Anuj Sharma said:
3 months ago
The Answer should be B because of the odd number of petals and uneven spreading of petals.
Hence the Answer is B.
Hence the Answer is B.
Aryan AAA said:
4 months ago
Yes, given answer is correct, as it contains odd number of petals.
Siddharth Dayaynand Bhusari said:
5 months ago
The total number of leaves inside image 3 is odd, and the partition of leaves makes the count odd for image 3. For other images, the leaves count is in even as well as the partition count is also even.
So, the answer should be option C. 3.
So, the answer should be option C. 3.
Asil said:
6 months ago
@All.
The number of leaves in all figures can be divided by 2, except figure (3).
The number of leaves in all figures can be divided by 2, except figure (3).
Sathwik said:
7 months ago
The right answer is C.
Because it has an odd number of spokes inside the circle.
Because it has an odd number of spokes inside the circle.
Vishal said:
12 months ago
Because Option C does not have a symmetrical figure.
(1)
Sewedo Kuponu said:
1 year ago
All figures have an even amount of leaves,
A-8
B-4
D-4
E-6, except Option C which has only 7.
A-8
B-4
D-4
E-6, except Option C which has only 7.
(4)
Shikhar tamang said:
2 years ago
Only one leaves in no. 3.
3 does not have its pair on the opposite side.
3 does not have its pair on the opposite side.
(4)
Akshit said:
2 years ago
Each of the figures can be formed by mirroring the set of leaves without cutting them except for option 3.
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