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JEE MAINS PREVIOUS YEAR-JEE MAIN 2022-Question
- A person standing at a point on ground can see a point on a tower h me...
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- int0^2(abs(2x^2-3x)+[x-1/2])dx , where [.]=GIF , is equal to
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- If f(x)=sin^-1[2x^2-3]+log2(log(1/2)(x^2-5x+5)) where [.] is GIF then ...
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- If T is a common tangent to the curve C1:x^2/4+y^2/9=1 , C2:x^2/42-y^2...
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- If the length of the latus rectum of a parabola where focus is (a,a) a...
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- If sum of infinite G.P whose first ter is a common ratio r is 5 and su...
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- For a binomial probability distribution , sum and product of mean and ...
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- f(x)=([729p(1+x)]^(1/7)-3)/([729(1+qx)]^(1/3)-9), and f(x) is continuo...
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- A=[(alpha,beta,gamma),(alpha^2,beta^2,gamma^2),(beta+gamma ,alpha+gamm...
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- Let n^(th)term of any sequence is given Tn=(-1^3+2^3-3^3+4^3+. . .+(2n...
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- Let (1+isin alpha)/(1-2i sin alpha) is purely imaginary and (1+i cos b...
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- The remainder when 7^(2022)+3^(2022) is divisible by 5 is
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- The sum of all the values of x satisfying cos^(-1)x-2sin^(-1)x=cos^(-1...
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- f(x)=int0^x e^(x-t)f'(t)dt+e^x(x^2-x+1). Find maximum value of f(x).
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- If y=cos^(-1)(x^2-4x+2)/(x^2+3) , then domain is :
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- If xdy=(sqrt(x^2+y^2)+y)dx and y(1)=0, then y(2) equals:
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- If a(n+2)=2/a(n+1)+an,a1=1,a2=2 , and ((a1+1/a2)/a3).((a2+1/a3)/a4)......
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- Let z1 in C,|z1-3|=1/2,z2 in C, |z2+|z2-1||=|z2-|z2+1||, then least va...
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- If A=[[0,1,0],[1,0,0],[0,0,1]] and B0=2A^(98)+A^(49),Bn=adj(B(n-1)), t...
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