SNAP Visual Reasoning Questions

Count a line as one line as long as it is continuous even if there are other lines intersecting it.

No. of horizontal lines = 15

No. of vertical lines = 19

No. of inclined lines = 5

Total = 39

The red side is opposite black.

The green side is between red and black.

The blue side is adjacent to white and the brown side is adjacent to blue. 

The red side is face down. 

We can draw the following figure:

The side opposite brown is white.

Option C

Three faces are painted as given in the figure.

Total number of cubes= 343

Total number of painted cubes=7x7+7x6+6x6=49+42+36=127

Number of cubes which are colourless =  343-127=216

Option D

Three faces are painted as given in the figure.

Total number of cubes= 343

The number of cubes with only one color on them: Blue= 6x6

Green= 6x6

Red=6x6

=3x36

=108

Option A

Three faces are painted as given in the figure.

Total number of cubes= 343

Faces with three sides painted =1
Answer= 343-1=342

Option B

For every subsequent figures, the number of horizontal and vertical lines decrease by 1. 

In the first figure, we have 3 Horizontal and 4 vertical lines. In the next figure, we have 2 Horizontal and 3 vertical lines. In the next one, we have 1 horizontal and 2 vertical lines.

So, in the final figure, we will have 0 horizontal and 1 vertical line. Hence, Option C.

Figure 4 should be related to 3 in the same way as 2 is related to 1. 

In figure 2, the dots remain at the same place and the lines flip by 180$$^{\circ\ }$$

Similarly, in figure 4, the dots should remain as it is and the lines should flip itself by 180$$^{\circ\ }$$

Option C shows the required figure.

Here, we have 8 corner cubes will have 3 side painted, 16 middle cubes
of each edge will have 2 sides painted, 10 middle cubes of each face
(not touching any edge) will have 1 side painted and rest will have no
side painted.

Here, we have 8 corner cubes will have 3 side painted, 16 middle cubes of each edge will have 2 sides painted, 10 middle cubes of each face (not touching any edge) will have 1 side painted and rest will have no side painted.

Total there are 36 small cubes.

So, no. of cubes with no side painted = 36-16-8-10 = 2 cubes

Here, the corner cubes of 1cm x 1cm will have 3 sides painted and the middle cubes on each edge will have 2 sides painted. On counting using the figure above, we can see there are 16 such cubes.

With the given conditions, Uneducated, Urban, Hardworking and honest people have the triangle, square and the rectangle common to them. But they are not to lie inside the circle. 

The area depicted by 11 is not inside the triangle. 

3 is outside the rectangle.

9 is inside the circle.

Only 4 satisfies all the conditions, and therefore, Option D is correct. 

Non- Urban people are those depicted outside the triangle.

Educated are the ones who are inside the circle.

Non- Hardworking does not lie inside the square.

And the ones who are not honest lie outside the rectangle.

Therefore, we just need to see the region inside the circle and outside all rest. This is shown by region 7.

Hence, Option B.

In the given pattern, each row and column's figure have 2,3 and 4 legs. Therefore the missing figure should have 2 legs. This eliminates options 1,3 and 6.

Only one of the figures in each row/column has crooked "L" shaped legs. Hence Option 2 is also eliminated.

Each row and column should have one each of the following head

Thus option 5 satisfies all the criteria

The Black Shade in the Big box is moving in the clockwise direction. Option D depicts the correct pattern

If we rotate the images we find ( 1,4,5 and 6 ) to be same figure and (2,3 and 7) to be the same figure.

Odd one out is (2,3 and 7)

Following are the possible routes

I) P-1-4-Q

II)P-1-5-Q

III)P-2-4-Q

IV)P-2-5-Q

V)P-3-4-Q

Total 5 routes are possible