Kritika has three solid objects: a cone, a hemisphere, and a cylinder. All have the same base, radius ( ), and height ( ). Find the ratio of the volume of cylinder : cone : hemisphere.

Explanation: To find the ratio of their volumes, we use the standard formulas for each solid, given radius and height (note that for a hemisphere, height ): Volume Formulas: Volume of Cylinder ( ) = Volume of Cone ( ) = Volume of Hemisphere ( ) = Applying the Condition ( ): Calculating the Ratio ( ): Ratio = Multiply by to simplify: Therefore, the ratio of the volumes of cylinder : cone : hemisphere is (c) 3 : 1 : 2 .

How do I solve NIMCET 2026 Reasoning questions?

Practice NIMCET 2026 Reasoning previous year questions with step-by-step solutions on Mathem Solvex. Each question includes a detailed explanation and video solution to help you master the concept quickly.

What is the difficulty level of NIMCET Reasoning questions?

NIMCET Reasoning questions range from moderate to advanced difficulty. Consistent practice with official previous year papers and topic-wise drills on Mathem Solvex is the most effective preparation strategy.

Are NIMCET previous year papers available for free?

Yes. Mathem Solvex provides free access to NIMCET previous year question papers and topic-wise PDFs. You can download them or attempt them as timed live mock tests directly on the platform.

NIMCET 2026 — Reasoning PYQ

NIMCET | Reasoning | 2026

Kritika has three solid objects: a cone, a hemisphere, and a cylinder. All have the same base, radius ( $r$ ), and height ( $h$ ). Find the ratio of the volume of cylinder : cone : hemisphere.

Choose the correct answer: