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Lesson 01 Appsof Integrals Mar17
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Lesson 01 Appsof Integrals Mar17
1.
Volume by slices
2.
y
x a b
3.
The volume of a solid between x = a and x = b having a crosssectional are A(x) at input x is:
b V = A(x) dx a
4.
Find the volume of a right circular cone with base radius 1 and height 4.
4 V = A(x) dx 0 0 x 4 2 x A(x) = 16
5.
6.
V = 1
r2 h 3 = 1 (1)2 4 3 = 4 3 Confirms value from previous screen
7.
If the function below is revolved about the xaxis, find the volume of the solid generated between f, the xaxis, x = 0, and x = 2. f(x) = x2
8.
9.
Exercise 8.2 Questions 1 9
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