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JEE MAINS PREVIOUS YEAR-JEE MAIN 2022-Question
- f(x)=x^3+3x^2+2x+9 find point of inflection P(alpha , beta) and calcul...
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- If veca and vecb are unit vector and angle between them is theta , fin...
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- 1/3,5/9,19/27,65/81 . . . "upto" 100 term , find the GIF of S100
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- If g(0,oo) to R is a differentiable function int[(x.(cos-sinx))/(e^x+1...
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- f(x) be a polynomial such that f(x)+f'(x)+f''(x)=x^5+64 value of lim(x...
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- Z is a point on circle passing points P: (3+4i), Q:(4+3i) and R:(5i) ,...
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- How many 3xx3 matrices possible with the elements {-1,0,1} such that...
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- (x+1)dy/dx-y=e^(3x)(1+x)^2 , y(0)=1/3 then y((-4)/3) =
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- Consider P1 :~(p to ~q) and P2:(p wedge ~q) wedge ((~p) vvq) If p to ...
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- If y=y(x) be the solution of given equation y^2dx+(x^2-xy+y^2)dy=0 and...
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- If abs(veca)=3 abs(vecb)=4 and theta lies between pi/3 le theta le pi/...
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- If f(x)={(2(1-x/2))^25(2+x)^25}^(1/50) and g(x)=f(f(f(x)))+f(f(x)) the...
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- If Q is the mirror image of P(-1,0,-1) with respect to plane x+y+z=5 a...
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- Let A=[(0,-2),(2,0)] and M=sum(k=1)^10 A^(2k) , N=sum(k=1)^10 A^(2k-1)...
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- Let E1 and E2 be two events such that P(E1/E2)=1/2 , P(E2/E1)=3/4, P(E...
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- If the sum of first n terms of two A.P's are in the ratio 3n+8:7n+15 t...
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- (.^25C0)^2+(.^25C1)^2+(.^25C2)^2+. . . +(.^25C25)^2=k then find the va...
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- The value of tan^-1((cos((15pi)/4)-1)/sin(pi/4)) is equal to
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- What will be the coefficient of x^101 in (5+x)^500+x(5+x)^499+x^2(5+x)...
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- Find the sum of 1.3+2.3^2+3.3^3+ . . . + 10.3^9
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