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JEE MAINS PREVIOUS YEAR-JEE MAIN 2022-Question
- The area of the polygon , whose vertices are non-real roots of the equ...
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- X=sum(n=0)^oo a^n ,Y=sum(n=0)^oo b^n and Z=sum(n=0)^oo c^n where a,b,c...
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- If x1 , x2 , x3 , x4 , x5 are numbers from 1 to 18 such that x1 lt x2 ...
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- If lim(x to 7) (18-[1-x])/[[x-3a]] exists, where [.] represents greate...
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- If a differential equation , dy/dx+(2^(x-y)(2^y-1))/(2^x-1)=0 & y(1)=1...
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- If an ellipse x^2/a^2+y^2/b^2=1 passes through (-4sqrt(3/5),3) & its e...
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- A(6,1) is the vertex of triangle ABC , BC : 2x+y-4=0 & C moves on x+3y...
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- int ((x^2+1)e^x)/(x+1)^2=f(x)e^x. Find (d^3f)/(dx^3) at x=1
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- abs((14,28,-14),(-14,14,28),(28,-14,14))=abs(adj(adj(A))), then abs(A)...
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- e^(2x)-11 e^x-45/e^x+81/2=0 , if the sum of roots is lnP then find the...
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- In total of 16 cubes , 11 are red and 5 are blue , then number of arra...
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- A rectangle is inscribed in a circle with diameter 2x+4=y and two vert...
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- Let the direction ratio's of two lines are roots of the equation l+m-n...
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- If the coefficient of x^10 in the expansion of (x^(1/2)/5^(1/4) +5^(1/...
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- Which of the follwoing is logically equivalent to ~(p wedge q) vv q
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- The value of cot(sum(n=1)^50 tan^-1((1)/(1+n+n^2))) is equal to
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- If S=2+6/7+12/7^2+20/7^3+. . . then find 4S
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- The number of complex number z satisfying abs(z-(4+3i))=2 and absz +ab...
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- Which of the following is a tautology ?
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- Let A be a 2 xx 2 matrix , whose entries are taken from the set {0,1,2...
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