Area Bounded by Curves
Area Bounded by Curves: Overview
This topic covers concepts, such as, Area under Simple Curves, Area Included between the Curve y=f(x), Prismoidal Formula & Simpson's Rule etc.
Important Questions on Area Bounded by Curves
The area of the region between the curves and bounded by the lines and is:

The area bounded by the parabolas and and the line y = 1/4 is:

The area enclosed between the curves is square unit, then the value of is:

The area bounded by the curves and x-axis in the quadrant is:

If area bounded by the curves (which lies above -axis ), the -axis and the ordinates is , then is

Let the area bounded by the -axis, curve and the ordinates and is "" sq. unit and if the ordinate divides the area into two equal parts, then the correct statement among the following is

For any real is a point on the hyperbola Find the area bounded by this hyperbola and the lines joining its centre to the points corresponding to is

Find the area bounded by the curves

The area of the region bounded by the curves and is (in sq. units)

If is the area in the first quadrant enclosed by the curve , the tangent to at the point and the line , then the value of is................

Let the area enclosed by the lines , and the curve where denotes the greatest integer , be . Then the value of is


If the area bounded by the curve , lines and outside the circle is A, then is equal to __________.

The area of the region enclosed by the curve and the axis is

If the area of the region is , then is equal to ______________


The area of the region enclosed by the curve and its tangent at the point is

Let be the parabola passing through the points and . If the area of the region is , then is equal to ________ .

If the area of the region is equal to then the natural number is equal to

