Non Verbal Reasoning MCQ Quiz - Objective Question with Answer for Non Verbal Reasoning - Download Free PDF

The number of triangles in the given figure is shown below:

Combining triangles 2 and 3, there is 1 more triangle.

Hence, the number of triangles are 13.

Opposite surface of the open dice can be found by the below method:-

• Alternate surfaces are opposite to each other.
• No two opposite surface are touched by side or by corners

So, by using the above rule we can find the opposite surface of open dice.

In the given figure, Opposite faces are :

(1)  →  None of the opposite faces are seen together nor they are adjacent to each other so, This cube can be formed.

(2)→ Opposite faces are seen together so, this cube cannot be formed.

(3)→ Opposite faces are seen together so, this cube cannot be formed.

(4) → Opposite faces are seen together so, this cube cannot be formed.

Hence, the correct answer is "Option (1)".

The figure which will complete the pattern in the question figure is given below:

Hence, the correct answer is "Option (4)".

We may label it as:

We can see that:

There are 10 simple triangles: YKM, KMV, ZYN, VUT, NOP, TSR, JIL, IHL, HGL and JGL

5 Triangles having 2 components each: YKV, GJI, JIH, IHG and HGJ

2 Triangles having 3 components each: are NKL and TKL

3 Triangles having 6 components each: OKQ, SKQ and NKT

1 Triangle having 12 components: OKS

So, the maximum number of triangles in the figure is 21.

The faces opposite to each other is shown below:

The opposite sides are:

1)  → This cube can be formed as no two opposite faces appear together on the same dice. 

2)  → This cube cannot be formed as  and faces are opposite faces and no two opposite faces can appear together on the same dice. So, this cube can't be formed.

3)  → This cube cannot be formed as  and faces are opposite faces and no two opposite faces can appear together on the same dice. So, this cube can't be formed.

4)  → This cube cannot be formed as  and faces are opposite faces and no two opposite faces can appear together on the same dice. So, this cube can't be formed.

Hence, ‘option 1’ is the correct answer.

Hence there are "24" triangles in the figure.

First let's count the sections of the given triangle and then add them, then that is the number of triangles.

Lines originating from the top vertex are dividing the triangle into 4 parts. And naming the parts as 1, 2, 3, and 4. (Upper and bottom figure)

Then adding these parts separately we get,

Number of triangles (Upper)= 1 + 2 + 3 + 4 = 10.

Number of triangles (Upper and bottom) = 2 × 10 = 20.

Number of triangles = 4

Thus, total number of triangles = 20 + 4 = 24.

According to given figure:

The figure will appear when it is opened as follows:

Hence, "Option - (3)" is the correct answer.

The number of triangles in the figure is shown below:

Hence, ‘11’ is the correct answer.

The logic follows here:

A sector of a circle is called the minor sector if the minor arc of the circle is a part of its boundary. It is the sector with a smaller area. The angle of a minor sector is less than 180 degrees.

In the given diagram,

5 circle is given and each circle divides into 4 sectors.

So, 5 × 4 = 20.

Hence, the "20" sectors are there in the following figure.

By counting the Squares:

Small Squares: 

Large Squares: 

Medium Squares:      

Corner Squares: 

Inner Medium Squares:       

Hence, 27 is the correct answer.

There are total 14 rhombuses in the following figure.

The triangles are:

So, there are '10' triangles in the given figure.

Hence, the correct answer is "10".

For find the adjacent faces of '4', we need to compare the common surface in the given dices,

Now,

From Dice 2 and Dice 3,

Here, 3, 5, and 6 is the adjacent surfaces of 4.

So, according to the options '6 and 5' will be the adjacent surfaces of 4.

Hence, the correct answer is "Option 4".

According to the given figure:

The no. of triangles = 5 as:

Hence, 5 is the correct answer.

We can count triangles in the given figure as follows,

Clearly, we can say that there are “27” triangles in the given figure.