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JEE MAINS PREVIOUS YEAR-JEE MAIN 2023-Question
- A fair n(n gt1) faces die is rolled repeatedly until a number less tha...
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- Let I (x)=int sqrt(x+7)/x dx and I(9)=12+7log (e) 7. If I(1)=alpha+7l...
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- Let the digits a,b,c be in A.P. Nine -digit numbers are to be formed u...
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- Two circles in the first quadrant of radii r1 and r2 tought the coordi...
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- Let D k=[[1,2k,2k-1],[n,n^2+n+2,n^2],[n,n^2+n,n^2+n+2]]. If sumk=1^(n)...
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- Let the positive number a1,a2, a3,a4 and a5 be in a G.P. Let their mea...
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- If int(-0.15)^0.15 |100x^2-1|dx=k/(3000), then k is equal to .
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- Let [x] be the greatest integer lex . Then the number of points in the...
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- The number of relation , on the set {1,2,3} containing (1,2) and (2,3)...
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- Let P is the point of intersection of the line (x+3)/3=(y+2)/1=(1-z)/2...
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- 96 cos(pi/33)cos((2pi)/33)cos((4pi)/33)cos((8pi)/33)cos((16pi)/33) is ...
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- A line segment AB of length lamda moves such that the points A and B r...
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- Let f be a differentiable function such that x^2 f(x) -x=4 int0^x tf(t...
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- If A is a 3xx3 matrix and abs(A)=2, then abs(3 adj(abs(3A)A^2) is equa...
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- The shortest distance between the lines (x+2)/1=y/-2=(z-5)/2 and (x-4)...
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- Let two vertices of a triangle ABC be (2, 4, 6) and (0,-2, -5), and it...
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- Let the first term alpha and the common ratio r of a geometric progres...
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- Let the complex number z =x +iy be such that (2z-3i)/(2z+i) is purely ...
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- Let O be the origin and the position vector of the point P be -hati-2h...
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- The negation of the statement (pvvq) wedge (qvv(~r)) is
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