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Mathematics
Problem
State the integral expression for the volume of a solid obtained by revolving the region between the curves
x
=
g
1
(
y
)
x = g_1(y)
x
=
g
1
(
y
)
and
x
=
g
2
(
y
)
x = g_2(y)
x
=
g
2
(
y
)
, where
g
1
(
y
)
≤
g
2
(
y
)
g_1(y) \le g_2(y)
g
1
(
y
)
≤
g
2
(
y
)
on
a
≤
y
≤
b
a \le y \le b
a
≤
y
≤
b
, about the
y
y
y
-axis.
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