JEE Main Theorems of Probability PYQ PDF (2002-2026)

JEE Main Theorems of Probability PYQ PDF is a free, 15-page resource containing 67 questions from the 2002-2026 papers. The topic recorded 4 questions across the 2026 papers, with a reported weightage of 0.84% in the referenced database.

The PDF includes 60 MCQs alongside 7 numerical-value questions, with 4 statement-based questions. Questions are arranged from newest to oldest to help students practise recent exam patterns and revise key concepts.

The PDF Contains:

67 Questions

15 Page

0.84%
↓11.58% Weightage in 2026

2002-2026 years covered

Theorems of Probability is a topic in the Class 12 Mathematics chapter Statistics and Probability. Every question carries its exam date and shift. The PDF holds questions only, with options as printed and no answer key.

JEE Main Theorems of Probability Weightage by Year

As per JEE Main theorems of probability weightage from past years, students can expect 3 to 5 questions from this topic in a year in recent papers. The 2026 papers had 4.

Year	Questions	Average per Shift	Weightage in Mathematics	Change in Weightage
2026	4	0.21	0.84%	−11.58%
2025	5	0.24	0.95%	+71.43%
2024	4	0.17	0.56%	+55.56%
2023	3	0.11	0.36%	−19.64%
2022	4	0.13	0.44%	−57.33%

The 2021 papers add 10 more questions, and the years before that add 37. Weightage is the topic's share of all Mathematics questions in the bank for that year.

Question Formats in JEE Main Theorems of Probability PYQs

The 67 questions in this PDF are split between multiple-choice and numerical-value questions. Of the 67, 4 are statement-based.

Question Type	Questions	Share
MCQ	60	89.6%
Numerical value	7	10.4%
Total	67	100%

How to Practise Theorems of Probability

Revise P(A ∪ B) = P(A) + P(B) − P(A ∩ B), P(A ∩ B) = P(A)P(B|A) and the condition for independent events. Practise bag, dice and coin questions by listing the sample space before applying a formula.

Then move on to conditional probability and Bayes' theorem.