Home Maths JEE - Advanced Previous Year Paper JEE-Advanced-2022-Paper-2 SECTION 3 (Maximum marks: 12) • This section…
Maths JEE - Advanced Previous Year Paper JEE-Advanced-2022-Paper-2 Single Correct MCQ
Published on: August 12, 2026

SECTION 3 (Maximum marks: 12)

• This section contains FOUR (04) questions.

• Each question has FOUR options

A
, 21816
B
, 85536
C
and 12096
D
. ONLY ONE of these four options is the correct answer. • Four each question, choose the option corresponding to the correct answer. • Answer to each question will be evaluated according to the following marking scheme: Full Mark : +3 If ONLY the correct option is chosen; Zero Marks : 0 If none of the options is chosen (i.e. the question is unanswered) Negative Marks : -1 In all other cases. Consider 4 boxes, where each box contains 3 red balls and 2 blue balls. Assume that all 20 balls are distinct. In how many different ways can 10 balls be chosen from these 4 boxes so that from each box at least one red ball and one blue ball are chosen? 156816

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Text Solution

Verified by Experts
The correct answer is:
A

Required number of ways

=coefficient of x 2 + coefficient of xy+coefficient of y 2 in (3x+3x 2 +x 3 ) 4 (2y+y 2 ) 4

Required number of ways

=21816

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