The area enclosed by `y = ln x`, its normal at `(1, 0)` and the y-axis is

If the area enclosed by y = x^3 , its normal at P(1,1) and x -axis is A/8 then А equals

The area enclosed by y=x^(3) , its normal at (1,1) and x - axis is lambda , then find the value of 4 lambda = ?

If the area enclosed by y=x^(3) ,its normal at P(1,1) and x -axis is (A)/(8) , then A equals

The area bounded by the curve y=x, the normal at (1,1) and the x-axis is

The area enclosed by |x|+|y|=1 is

The area enclosed by y=x^(2)+ cos x" and its normal at "x=(pi)/(2) in the first quadrant is

The area enclosed by y=x^(2)+ cos x" and its normal at "x=(pi)/(2) in the first quadrant is

The area enclosed by y=x^(2)+ cos x" and its normal at "x=(pi)/(2) in the first quadrant is

The area enclosed by y=x^(2)+ cos x" and its normal at "x=(pi)/(2) in the first quadrant is

The area enclosed by the curve c:y=x sqrt(9-x^(2))(x>=0) and the x-axis is