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Remainder - Past Year Questions

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Q1:

A polynomial P(x)P(x) leaves a remainder 22 when divided by (x−1)(x - 1) and a remainder 11 when divided by (x−2)(x - 2) The remainder when P(x)P(x) is divided by (x−1)(x−2)(x - 1)(x - 2) is
Answer options
Option: 1
Correct Answer
Explanation →

Q2:

The polynomial 4x10−x9+3x11−5x7+cx6+2x5−x4+x3−4x2+6x−24x ^ {10} - x ^ 9 + 3x ^ {11} - 5x ^ 7 + c x ^ 6 + 2x ^ 5 - x ^ 4 + x ^ 3 - 4x ^ 2 + 6x - 2 when divided by x−1x - 1 leaves a remainder 22. Then the value of c+6c + 6 is
5
Correct Answer
Explanation →

Q3:

The remainder when 1!+2!+3!+...+95!1! + 2! + 3! + ... + 95! is divided by 1515 is
3
Correct Answer
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Q4:

The remainder when (2929)29(29^{29){29}} is divided by 99 is
Answer options
Option: 2
Correct Answer
Explanation →

Q5:

What will be the least number which when divided by 12, 21 and 35 leaves 6 as a remainder in each case?
Answer options
Option: 1
Correct Answer
Explanation →

Remainder - Past Year Questions (Free PDF Download)

Practice with our comprehensive collection of Remainder Past Year Questions (PYQs of IPMAT Indore, IPMAT Rohtak & JIPMAT) with detailed solutions. These questions are carefully curated from previous year papers to help you understand the exam pattern and improve your preparation.

Our free resources include handwritten solutions for all questions, making it easier to understand the concepts and approach. Use these PYQs to assess your preparation level and identify areas that need more focus. No login required. Compilation of IPMAT Indore, IPMAT Rohtak & JIPMAT Questions!