This article presents a comprehensive list of JEE Main Paper 1 questions from January 29, 2025. Shift 1 questions are accessible now. Utilize this resource to assess your performance and understand the exam’s challenge level. Expect updates on Shift 2…
This article presents a comprehensive list of JEE Main Paper 1 questions from January 28, 2025. Shift 1 questions are accessible now. Utilize this resource to assess your performance and understand the exam’s challenge level. Expect updates on Shift 2…
This article presents a comprehensive list of JEE Main Paper 1 questions from January 23, 2025. Shift 1 questions are accessible now. Utilize this resource to assess your performance and understand the exam’s challenge level. Expect updates on Shift 2…
Question Consider a line L passing through the points P(1, 2, 1) and Q(2, 1, −1). If the mirror image of the point A(2, 2, 2) in the line L is (α, β, γ), then α + β + 6γ is equal to Solution Click Below for video solution. Click…
Question Let y = y(x) be the solution of the differential equation (𝑥+𝑦+2)^2 𝑑𝑥=𝑑𝑦, y(0) = −2. Let the maximum and minimum values of the function y = y(x) in [0, π/3] be α and β, respectively. If (3𝛼+𝜋)^2+𝛽^2=𝑎+𝑏√3; a, b ∈ Z, then a + b equals Solution Click…
Question Consider the function f : R→R defined by 𝑓(𝑥)=2𝑥/√(1+9𝑥^2 ). If the composition of times 𝑓,⏟((𝑓𝑜𝑓𝑜𝑓𝑜…𝑜𝑓) )┬(10 𝑡𝑖𝑚𝑒𝑠) (𝑥) times 𝑓(𝑥)=(2^10 𝑥)/√(1+9〖𝛼𝑥〗^2 ), then the value of √(“3α+1” ) is equal to Solution Click Below for video solution. Click Here for More Questions Hello Students, Welcome to…
Question In a tournament, a team plays 10 matches with probabilities of winning and losing each In a tournament, a team plays 10 matches with probabilities of winning and losing each match as 1/3 and 2/3 respectively. Let x be the number of matches that the…
Question Let A be a 2×2 symmetric matrix such that A[■8(1@1)]= [■8(3@7)]and the determinant of A be 1 . If 𝐴^(−1)= αA + βI, where I is an identity matrix of order 2×2, then α + β equals Solution Click Below for video solution. Click Here for More Questions Hello Students, Welcome…
Question Let S={sin^22θ: (sin^4θ+cos^4θ ) x^2+(sin2θ )x+(sin^6θ+cos^6θ )=0 has real roots}. If α and β be the smallest and largest elements of the set S, respectively, then 3((α-2)^2+(β-1)^2 ) equals Solution Click Below for video solution. Click Here for More Questions Hello Students, Welcome to this blog!…
Question Consider a triangle ABC having the vertices A(1, 2), B(α, β) and C(γ, δ) and angles ∠ABC = π/6 and ∠BAC = 2π If the points B and C lie on the line y = x + 4, then α^2+γ^2 is equal to Solution Click Below for video solution. Click Here for More Questions…
Question If ∫1▒cosec^5𝑥 𝑑𝑥=𝛼 cot〖𝑥 cosec〖𝑥(cosec^2〖𝑥+3/2〗 )+𝛽 log_𝑒|tan〖𝑥/2〗 | 〗+𝐶〗 where α,β∈R and C is the constant of integration, then the value of 8(α+β) equals Solution Click Below for video solution. Click Here for More Questions Hello Students, Welcome to this blog! If you are preparing…