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JEE MAINS PREVIOUS YEAR-JEE MAIN 2022-Question
- Solution of the differential equation x dy/dx =2y is
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- 81^(sin ^2x)+81^(cos ^2x)=30 , then find the number of solution in [0,...
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- Angle between vector veca and vecc is pi/6, abs(veca)=abs(vecb)=1 , ve...
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- Image of A (3/sqrta,sqrta) in y-axis is B & image of B in x-axis is C....
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- For a binomial probability distribution (33,p) such that 3P(x=0)=P(X=1...
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- If S={z in c: 1 le abs(z-(1+i)) le 2} and A={z in s: abs(z-(1-i))=1} t...
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- If x(y)=x and y dx/dy=2x+y^3(y+1)e^y and x(1)=0 then x(e) is equal to
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- A ballon , spherical in shape is inflated and its surface area is incr...
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- If f(x)=abs(2x^2+3x-2) +sinx cosx , x in [0,1], then the sum of absolu...
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- How many seven digit number can be formed by digit 1,2,3,4,5,6,9 such ...
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- cos(x+pi/3)cos(x-pi/3)=1/4 cos^2(2x) then find the number of solution ...
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- p(x)=x^7-2x+3 then find the real roots of the equation p(x)
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- 1+3+3^2+ . . . +3^(2021) is divided by 50 then what will be remainder ...
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- The circle (x-h)^2+(y-k)^2=r^2 toches x-axis at (1,0) "where" k gt 0 ,...
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- Find the value of x when log(x+1) (x^2-x+6)^2=4 and x ne -1
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- If the given equation is unique solution x+y+alpha z=1 x+y+3z=2 x+2z=4...
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- Find the minimum value of 3x+4y when x^3 y^2=2^15
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- Find the value of I when I=int(-pi/2)^(pi/2) dx/((1+e^x)(sin^6x+cos^6x...
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- If the probability distribution of P(X) is as such {(X,0,1,2,3,4),(P(...
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- Let a triangle of maximum area be inscribed in the ellipse x^2/a^2+y^2...
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