d(cos(x2))
=−sin(x2)dxd(x2)
=−2xsin(x2)
please g
Answers
Answered by
0
Answer:
Let y =sin(cosx
2
)
Differentiate both side with respect to x.
dx
dy
=
dx
d{sincosx
2
}
= cos(cosx
2
)
dx
d
(cosx
2
)
= cos(cosx
2
)(−sinx
2
)
dx
d
(x
2
)
= cos(cosx
2
)(−sinx
2
)2x
= −2x⋅sinx
2
⋅cos(cosx
2
)
Solve any question of
Answered by
0
Answer is 1
Explanation:
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