Non Verbal Reasoning-Series of Figures (NCO- Cyber Olympiad Class 5): Questions 16 - 17 of 29

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Question number: 16

» Non Verbal Reasoning » Series of Figures

MCQ▾

Question

Problem figure

A square having some another incomplete squares

A Square Having Some Another Incomplete Squares

Find the pattern from options which can complete the question figure

Choices

Choice (4) Response

a.

A square having some lines in it: Choice - A

A Square Having Some Lines in It: Choice - A

Find the pattern from options which can complete the question figure

b.

A square having some lines in it: Choice - B

A Square Having Some Lines in It: Choice - B

Find the pattern from options which can complete the question figure

c.

A square having some lines in it: Choice - C

A Square Having Some Lines in It: Choice - C

Find the pattern from options which can complete the question figure

d.

A square having some lines in it: Choice - D

A Square Having Some Lines in It: Choice - D

Find the pattern from options which can complete the question figure

Question number: 17

» Non Verbal Reasoning » Series of Figures

MCQ▾

Question

Figure P and Q are related in a particular manner. Establish the same relationship between figures R and S by choosing a figure from the alternatives.

Three boxes having two shapes in each

Three Boxes Having Two Shapes in Each

Find the figure, which is related to R by using relation between P and Q

Choices

Choice (4) Response

a.

Boxes having two shapes: Choice - A

Boxes Having Two Shapes: Choice - A

Find the figure which is related to (R) by using relation between (P) and (Q)

b.

Boxes having two shapes: Choice - B

Boxes Having Two Shapes: Choice - B

Find the figure which is related to (R) by using relation between (P) and (Q)

c.

Boxe having two shapes: Choice - D

Boxe Having Two Shapes: Choice - D

Find the figure which is related to (R) by using relation between (P) and (Q)

d.

Boxe having two shapes: like- C

Boxe Having Two Shapes: Like- C

Find the figure which is related to (R) by using relation between (P) and (Q)

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