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In Problems 17 to 30, for the curve y=x, between x=0and x=2,

find:

The area under the curve.

Short Answer

Expert verified

The area under the curve is obtained as A=423units.

Step by step solution

01

 Step 1: Definition of Area under the curve

The region is circumscribed by the function that is dealing with. In this, vertical lines denote the function's boundaries, and the x-axis is known as the area under the curve.

02

Representation of the area bounded by the curve

Draw the bounded region for the curve y=x, betweenx=0and x=2.

03

Determination of area of the curve

Determine the value of area of curve.

A=∫02xdx=x1+121+1202n=23x3202

Thus, the area under the curve is obtained as A=423units.

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