Application of ...

The area bounded by tangent, normal and x-axis at $$\mathrm{P}(2,4)$$ to the curve $$y=x^{2}$$

The area in square units bounded by the curves $$y=x^{3},\ y=x^{2}$$ and the ordinates $${x}=1, {x}=2$$ is

Area of the region bounded by $$y=|x|$$ and $$y=1-|x|$$ is

The area, in square units of the region bounded by the parabolas $$y^{2}=4x$$ and $$x^{2}=4y$$ is

Area of the figure bounded by Y-axis, $$y=Sin^{-1}x,\ y=Cos^{-1}x$$ and the first point of intersection from the origin is

The area bounded by the two curves $$y=\sqrt{x}$$ and  $$x=\sqrt{y}$$ is:

The area of the region bounded by $$x^{2}=8y,\ x=4$$ and the $$\mathrm{x}$$-axis is

The area of the region bounded by $$y=x,\ y=x^{3}$$ is:

The area bounded by the parabola $$x=y^{2}$$ and the line $$y=x-6$$ is

The area between the curve $$y=x^{2}$$ and $$y=x+2$$ is: