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Average Value of a Function
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Average Value of a Function
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8. Definite Integrals / Average Value of a Function / Problem 4
Problem 4
Consider a right triangle with vertices at
(
0
,
0
)
(0,0)
,
(
0
,
c
)
(0,c)
, and
(
d
,
0
)
(d,0)
, where
c
>
0
c\(\gt{0}\)
and
d
>
0
d\(\gt{0}\)
. What is the average vertical distance from points on the
x
x
-axis between
x
=
0
x = 0
and
x
=
d
x = d
to the hypotenuse?
A
c
2
\(\frac{c}{2}\)
B
d
2
\(\frac{d}{2}\)
C
c
2
c\(\sqrt\)2
D
d
2
d\(\sqrt\)2
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