Non Verbal Reasoning - Series - Discussion

Discussion Forum : Series - Section 1 (Q.No. 1)
Directions to Solve

Each of the following questions consists of five figures marked A, B, C, D and E called the Problem Figures followed by five other figures marked 1, 2, 3, 4 and 5 called the Answer Figures. Select a figure from amongst the Answer Figures which will continue the same series as established by the five Problem Figures.


1.

Select a figure from amongst the Answer Figures which will continue the same series as established by the five Problem Figures.

Problem Figures:                          Answer Figures:
  (A)     (B)     (C)     (D)     (E)       (1)     (2)     (3)     (4)     (5)
1
2
3
4
5
Answer: Option
Explanation:
In each step, element at the upper-right position gets enlarged, inverts vertically and reaches the lower-left corner; the existing element at the lower-left position, is lost and a new small element appears at the upper-right position.
Discussion:
86 comments Page 3 of 9.

Sannn said:   3 months ago
I am not understanding this. Please explain me in detail.
(2)

Antra said:   1 year ago
The new image always comes from the upper side, so the correct answer is C, not D, which has S on the upper side, which is already in problem 2.
(1)

Kushwaha dindayal nepal said:   8 years ago
Hopeful explanation. Thanks @Sundar.
(1)

Chiranjeet said:   9 years ago
Take the last horizontal part of all upper size alphabet and hang it.

You will get the answer.
(1)

Nipapatel said:   8 years ago
Why not D?
(1)

Tedy said:   8 years ago
I am not getting this, please explain me.
(1)

Hasitha said:   9 years ago
It should be A not C.
(1)

Rohit said:   2 decades ago
Because this answer require cool thinking not obtusive one. Ok.
(1)

Deepu said:   7 years ago
I'm not understanding how C is the correct answer. Can Anyone elaborate me?
(1)

Keya Maity said:   10 years ago
The answer is right as the problem figures are vertically converted, actually for Z horizontal and vertical conversation result will be same as it is a symmetric figure like S & N.
(1)


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