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Mathematics
Problem
For a rectangle with constant area
48
cm
2
48\text{ cm}^2
48
cm
2
, the width is
6
cm
6\text{ cm}
6
cm
and increasing at
2
cm/s
2\text{ cm/s}
2
cm/s
. Calculate
d
L
d
t
\dfrac{dL}{dt}
d
t
d
L
, the rate at which the length is changing at that instant. a)
−
4
3
cm/s
-\dfrac{4}{3}\text{ cm/s}
−
3
4
cm/s
b)
−
8
3
cm/s
-\dfrac{8}{3}\text{ cm/s}
−
3
8
cm/s
c)
8
3
cm/s
\dfrac{8}{3}\text{ cm/s}
3
8
cm/s
d)
−
3
2
cm/s
-\dfrac{3}{2}\text{ cm/s}
−
2
3
cm/s
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