How to solve IPMAT 2019 - Quantitative Aptitude Question 15?

This question can be solved by applying the core concept explained in the solution above, followed by step-by-step calculation and elimination of options.

Which concept is tested in this question?

This question tests fundamental concepts commonly asked in IIM IPMAT exams.

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IPMAT 2019 - Quantitative Aptitude Question 15

This is a detailed step-by-step solution for IPMAT 2019 - Quantitative Aptitude Question 15. Understand the concept, common mistakes, and expert tips to solve similar questions in IIM IPMAT exam.

IPMAT 2019 - Quantitative Aptitude

Let the triangle be of dimensions a, a, a√2, i.e.

Hence, the circular plate well has its radius equal to a√2.
Now, if we take the number of tiles that can be produced to be ‘n,’ then

n = 4π
= 4 × 314 => n = 12.56
Hence, 12 tiles can be produced.

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