Calculus 2 Quiz
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INTEGRATION FOUNDATIONS
Question 1
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Let
f
(
x
)
f(x)
f
(
x
)
be a differentiable function. The expression
1
h
∫
c
c
+
h
f
′
(
t
)
d
t
\frac{1}{h} \int_c^{c+h} f'(t) dt
h
1
∫
c
c
+
h
f
′
(
t
)
d
t
represents the...
A
average value of
f
(
t
)
f(t)
f
(
t
)
on the interval
[
c
,
c
+
h
]
[c, c+h]
[
c
,
c
+
h
]
.
B
average rate of change of
f
(
t
)
f(t)
f
(
t
)
on the interval
[
c
,
c
+
h
]
[c, c+h]
[
c
,
c
+
h
]
.
C
instantaneous rate of change of
f
(
t
)
f(t)
f
(
t
)
at
t
=
c
t=c
t
=
c
.
D
net change of
f
′
(
t
)
f'(t)
f
′
(
t
)
on the interval
[
c
,
c
+
h
]
[c, c+h]
[
c
,
c
+
h
]
.
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