Complex Trigonometric Function Derivative Relat… | ExamDuo
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Chain Rule and Composite Functions
Hard
Complex Trigonometric Function Derivative Relation
Let
y
=
f
(
x
)
=
s
i
n
3
(
π
3
(
cos
(
π
3
√
2
(
−
4
x
3
+
5
x
2
+
1
)
3
2
)
)
)
Then, at
x
=
1
,
Ask about this question
SELECT ONE OPTION
A
2
y
′
+
√
3
π
2
y
=
0
B
2
y
′
+
3
π
2
y
=
0
C
√
2
y
′
−
3
π
2
y
=
0
D
y
′
+
3
π
2
y
=
0
Check