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Question #118866
f³f¹(x) = √secx.x³
Expert's answer
f
(
x
)
=
sec
x
⋅
x
3
f(x)=\sqrt{\sec x}\cdot x^3
f
(
x
)
=
sec
x
⋅
x
3
d
f
d
x
=
x
3
2
sec
x
(
−
−
sin
x
cos
2
x
)
+
3
x
2
sec
x
=
{df\over dx}={x^3\over 2\sqrt{\sec x}}(-{-\sin x\over \cos^2x})+3x^2\sqrt{\sec x}=
d
x
df
=
2
sec
x
x
3
(
−
cos
2
x
−
sin
x
)
+
3
x
2
sec
x
=
=
x
2
x
tan
x
+
6
2
cos
x
sec
x
=
x
2
x
tan
x
+
6
2
cos
x
=
=x^2{x\tan x+6\over 2\cos x\sqrt{\sec x}}=x^2{x\tan x+6\over 2\sqrt{\cos x}}=
=
x
2
2
cos
x
sec
x
x
tan
x
+
6
=
x
2
2
cos
x
x
tan
x
+
6
=
=
x
2
sec
x
⋅
x
tan
x
+
6
2
=x^2\sqrt{\sec x}\cdot{x\tan x+6\over 2}
=
x
2
sec
x
⋅
2
x
tan
x
+
6
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