Applications of...

The area between the curves y = x²  and y = x³  is:​

The area bounded by the curve y²  = 16x , x = 1, x = 3 and X-axis is: 

The shaded area is equal to:

​

The curves x²  + y² =16 and y²  = 6x intersects at ​

Find the area of region bounded by curve  ​

The area of the region bounded by y = x²  –2x and y = 4 –x²  is.​

The shaded area enclosed between the parabolas with equations y = 1 + 10x –2x² and y = 1 + 5x –x²  is equal to:

The area of the smaller region lying above the x-axis and included between the circle x²  + y²  = 2x and the parabola y²  = x.

The area bounded by the curves f(x) = x²  + 1 and g(x) = x –1 on the interval [1,3] is:​

The area shaded in the given figure can be calculated by which of the following definite integral?