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Mathematics
Problem
For the curve defined by
x
=
3
cos
t
x=3\cos t
x
=
3
cos
t
and
y
=
4
sin
t
y=4\sin t
y
=
4
sin
t
, the value of
d
y
d
x
\dfrac{dy}{dx}
d
x
d
y
in terms of
t
t
t
is a)
−
3
4
cot
t
-\dfrac34\cot t
−
4
3
cot
t
b)
−
4
3
cot
t
-\dfrac43\cot t
−
3
4
cot
t
c)
−
4
3
tan
t
-\dfrac43\tan t
−
3
4
tan
t
d)
4
3
cot
t
\dfrac43\cot t
3
4
cot
t
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