IPMAT Indore 2025 Quantitative Ability (MCQ) PYQs

IPMAT Indore 2025 Quantitative Ability MCQ PYQ Set with Solutions

This is the Quantitative Ability MCQ section of the IPMAT Indore 2025 paper. On Aptitude360, it covers algebra, logarithms, progressions, coordinate geometry, probability and a monthly sales data table, with a worked solution for every question so you can follow each step.

What the IPMAT Indore 2025 Quant MCQ section tests

• Infinite series of reciprocal squares and roots of a polynomial linked to roots of unity
• Nested logarithms and logarithmic inequalities
• Quadratics with roots in a given ratio and determinants of polynomial values
• Circumradius, a regular octagon in a circle and triangles formed by lines
• Slopes, angles between lines and circles touching an axis
• Probability of hits, digit-sum numbers and arrangements of digits
• Arithmetic and geometric progressions, sets, remainders and divisibility
• Interest across schemes, swimmers meeting and a monthly sales table

Key formulas for IPMAT Quant MCQ

• Sine rule: \( \dfrac{a}{\sin A}=2R \)
• Angle between lines, \( 1+m_{1}m_{2}\neq0 \): \( \tan\theta=\left|\dfrac{m_{1}-m_{2}}{1+m_{1}m_{2}}\right| \)
• Perpendicular lines, \( \theta=90^{\circ} \): \( m_{1}m_{2}=-1 \)
• GP sum: \( S_{n}=\dfrac{a(r^{n}-1)}{r-1},\ r\neq1 \)
• Regular n-gon in a circle: \( \dfrac{n}{2}r^{2}\sin\dfrac{2\pi}{n} \)
• Sets: \( n(A\cup B)=n(A)+n(B)-n(A\cap B) \)

Revision tips for the Quant MCQ section

• For log inequalities, write the domain conditions first, then check whether the base is greater or less than one
• Use digit sums to find remainders on division by nine quickly
• In a data table set, convert percentage returns into values before comparing months

Who should practise this PYQ set

IPMAT Indore and IIM undergraduate aspirants revising senior-school algebra and geometry alongside arithmetic and data interpretation.