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JEE Main 2025 January 29 Mathematics Question Paper with Answer Key Solutions (Available)

Download here the memory-based JEE Main 29 January 2025 Mathematics question paper with answer key solutions for Shift 1 and Shift 2. Mathematics question paper PDFs by top coaching institutes will also be available here.

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JEE Main 29 January 2025 Mathematics Question Paper:Candidates who took the JEE Main 2025 Mathematics exam on January 29, 2025, can now access the memory-based question paper along with answer key solutions for both Shift 1 and Shift 2. This valuable resource allows students to evaluate their performance, identify areas for improvement, and refine their strategies for future attempts. The memory-based question paper, complete with answer key solutions, is available in PDF format, making it easy for students to access and review. Additionally, well-known coaching institutes will provide their own Mathematics question paper PDFs, offering students a comprehensive analysis of the exam and expert insights into the solutions.

JEE Main 29 January 2025 Mathematics Shift 1 Question Paper with Answer Key Solutions

Here is JEE Main 29 January 2025 Mathematics question paper with answer key solutions for Shift 1:

Q.No.QuestionsAnswers
1The minimum value of n for which the number of integer terms in the binomial expansion of (71/3+ 111/2) is 183, is2184
2lim (n→0) ∑ (k = 1 to n) [(k3+ 6k2+ 11k +5)/(k + 3)! = ?5/3
3Sum of first three terms of an AP with integral common difference is 54 and sum of first twenty terms lies between 1600 to 1800, find a11.90
4Area enclosed by y ≥ |x - 1|, y + |x| ≤ 3, x2≤ 2y - 3 is A, then 6A is (in sq. units)10
5Find I = 800π/2[(sinx + cosx) / (9sinx + 16cosx)]dx(80/337) [(25π/2) + 7 ln(9/16)]
6If R be a relation defined on (0, π/2) such that xRy sec2x - tan2y = 1, then the relation R isReflexive and transitive only
7Number of 7 digit numbers made with the digits 1, 2, 3 such that sum of the digits is 11 is equal to16!
8If z1lies on | z - 8 + 2i | = 1 and z2lies on | z - 2 - 6i | = 2, then | z1- z2|min is (where i = √-1)7
9If cos-1x = π + sin-1x + sin-1(2x - 1), then find the sum of all values of x.0
10Find the minimum value of p such that
lim (x→0) { x ([1/x] + [2/x] + ... + [p/x]) - x2([1/x2] + [2/x2] + ... + [9/x2]) }
24

JEE Main 29 January 2025 Mathematics Shift 2 Question Paper with Answer Key Solutions

Here is JEE Main 29 January 2025 Mathematics question paper with answer key solutions for Shift 2:

Q.No.QuestionsAnswers
1If the letters of the word "KANPUR" are arranged in dictionary, then the 440th word isPRKAUN
2If 3107is divided by 23, then remainder is6
3Let aij = (√2)i+j, A = [aij]3x3If sum of third row of A2is α + β√2, then α + βis224
4Let f(x) =0xt(t2- 3t + 20) dt, x ∈ (1, 3) and range of f(x) is (α, β), then α + β is equal to185/2
5lim (x→0) [ cosecx ((2cos2x + 3cosx)1/2- (cos2x + sinx + 4)1/2] = ?-1/2√5
6Let the line L be (x - 1)/1 = (y - 4)/3 = (z - 7)/5 = λ and foot of perpendicular from (1, -2, -1) to L is (α, β, γ), then find the value of α + β + γ.-102/35
7If the exhaustive values of a for which the equation 2x2+ (a - 5)x + 15 = 3a has no real roots is (α, β), then 14(α + β) | is equal to56
8Area enclosed between the curves |y| = 1 - x2and x2+ y2= 1 is (π - α) sq. units, then 9α is24
9If log y = x log (2/5), x ∈ ℕ ∪ {0}. Then sum of all values of y equals to5/3
10There is an arithmetic progression a1, a2, a3, ... a2024and a1+ (a5+ a10+ a15- a2020) + a2024= 2233. Find the value of a1+ a2+ a3+ ... a2024.11132
11Two points (4, 2) and (0, 2) lie on the circle whose centre lies on 3x + 2y + 2 = 0 then the length of the chord whose mid-point is (1, 2), is2√3

JEE Main 29 January 2025 Mathematics Question Paper PDF Download

Download here JEE Main 29 Jan 2025 Mathematics question paper and answer key by CollegeDekho as provided above in PDF format:

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JEE Main 29 January 2025 Question Paper: Physics and Chemistry

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JEE Main 29 January 2025 Mathematics Question Paper PDFs by Coaching Institutions

For both Shift 1 and Shift 2, JEE Main 29 January 2025 Mathematics answer key and question paper PDF links have been provided as released by Resonance, Aakash, and Vedantu in the below table:

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