Non-Verbal Reasoning - MCQ Practice Questions

In water image transformation, a right-pointing arrow '→' becomes:

The mirror image of a shape shows that point P at distance 4cm from the mirror is now 8cm from point P'. This demonstrates which principle?

A parallelogram with sides 6cm and 8cm is reflected in a vertical mirror. What will be the dimensions of the mirror image?

Which digit from 0-9 looks identical to its mirror image when reflected in a vertical mirror?

In a combined mirror and water image transformation, if a point is first reflected vertically then horizontally, it undergoes a rotation of:

The word 'INDIA' when subjected to water image transformation becomes:

A triangle ABC with angle A = 90°, angle B = 60° is reflected in a vertical mirror. The angles in the mirror image will be:

If the mirror image of a number shows '69', what was the original number?

A regular pentagon is reflected in a horizontal mirror. How many sides will the water image have?

In a mirror image problem, if the original figure has area 50 cm², the mirror image will have area:

A figure shows vertices A(1,1), B(4,1), C(4,4), D(1,4). After water image transformation about x-axis, vertex C will be at:

Which capital letter from the English alphabet requires the LEAST number of strokes to draw its mirror image identically?

A digital clock displays 12:21. Its mirror image (vertical reflection) would show:

A shape undergoes both mirror reflection (vertical) and water image (horizontal). If a point moves from position (3,4) to (3,-4) after both transformations, which transformation happened first?

When the word 'COMPETITIVE' is reflected in a vertical mirror, how many letters remain unchanged in their appearance?

A digital clock shows 15:47. What will be its mirror image (vertical reflection)?

Which of the following words appears exactly the same in both mirror and water image?

A square with vertices at (0,0), (4,0), (4,4), (0,4) is reflected across a vertical line x=2. What are the new coordinates of the vertex originally at (4,4)?

If the mirror image of a number reads as '2002', what was the original number?

A right-angled triangle with legs of length 3 and 4 units is reflected in a horizontal mirror line. What happens to its area?