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Chapter 5: Q38P (page 248)

鈭�z=02鈭�x=z2鈭�y=8xzdydxdz

Short Answer

Expert verified

The solution for the given integral is -20.

Step by step solution

01

Definition of integration

Integration is a way of finding the whole by adding or summing the parts.

02

Given Information

The integral鈭�z=02鈭�x=z2鈭�y=8xzdydxdz.

To find the value for the given integral.

03

Finding the integral value

Now, Integrate the given value,

l=鈭�01dz鈭�z2dx鈭�8xzdy=鈭�02dz鈭�z2dxz-8x=鈭�02dxzx-4x2z2

04

Further Integrating

Then,

l=鈭�02dz2z-z2-16+4z2=鈭�023z2+2z-16dz=z3+z2-16z02=-20

Therefore, the required solution for the given integral is -20.

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Most popular questions from this chapter

鈭�x=04鈭�y=0xxydydx

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