MAH MBA CET Previous Paper 2025 Slot-1

Here we have 4 right angle triangles and we need to find the figure that can be generated by combining these figures. Here by trial we can see that only figure in option C can be made by using only these 4 right triangles rest all figures require many more right angle triangles to make them. Hence OPTION C is correct.

The three figures in first and second row contains figures that have a circular, triangular and rectangular outer parts and each is present only once. Therefore following this pattern the answer figure should have rectangular outer parts. Hence OPTION A should be our answer.

All figures in option A,B,C and D have 6 distinct regions created by the lines inside the polygon. Only option E has 8 distinct regions so the correct option here is OPTION E.

Lets break the figure and fist calculate the triangles in 3 triangular parts mounted on top of the rectangular base. Here each mounted part contains 3 triangles so 3 mounted parts have 9 total triangles. Now the square part itself contains 4 smaller right triangles and 1 larger triangle making the total triangles present in figure equal to 14. Hence OPTION D is correct.

Lets connect the centers of these 8 circles. Now we can see that there are 6 smaller squares as shown in figure below. Also we can join 4 adjacent squares we can make a larger square and thus there are 2 such squares possible making the total count equal to 8. Hence OPTION D is correct.

The correct mirror image we can draw here is given in option c. Hence OPTION C is correct.

Here we have to calculate minor sectors present in the given image. Now we have 5 circles with 4 quadrants each and each quadrant is a minor sector to the circle. Therefore we have 20 quadrants in total ( 4 x 5 ) and hence OPTION E is correct.

In the figure given above ; Triangle represents civil servants, circle represents urban, square represents educated and rectangle represents male. In order to find area that represent uneducated urban males should be area that is inside both circle and rectangle but not inside the square region. This very region is marked region 5 and hence OPTION A is correct.