Area Bounded By Curve And Axis

Area bounded by Curves

Area Bounded By Two Curves

A curve C passes through (2,0) and the slope at (x,y) as ((x+1)^(2)+(y-3))/(x+1). Find the equation of the curve.Find the area bounded by curve and x-axis in the fourth quadrant.

A curve C passes through (2,0) and the slope at (x , y) as ((x+1)^2+(y-3))/(x+1)dot Find the equation of the curve. Find the area bounded by curve and x-axis in the fourth quadrant.

A curve C passes through (2,0) and the slope at (x , y) as ((x+1)^2+(y-3))/(x+1)dot Find the equation of the curve. Find the area bounded by curve and x-axis in the fourth quadrant.

Draw a rough sketch of the curve = x^(2) - 5x + 6 and find the area bounded by the curve and the x-axis.

Area bounded by curve y=sinx , whit x-axis, when x varies from 0 to (pi)/(2) is :-

Area bounded by curve y=sinx , whit x-axis, when x varies from 0 to (pi)/(2) is :-

Area bounded by curve y=sinx , whit x-axis, when x varies from 0 to (pi)/(2) is :-