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derivative of 4-1/3 x^2^3
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d
dx
(
(
4
−
1
3
x
2
)
3
)
=
−
2
x
5
9
+
1
6
x
3
3
−
3
2
x
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d
dx
(
(
4
−
1
3
x
2
)
3
)
=
−
2
x
5
9
+
1
6
x
3
3
−
3
2
x
steps
d
dx
(
(
4
−
1
3
x
2
)
3
)
show steps
Simplify
(
4
−
1
3
x
2
)
3
:
6
4
−
1
6
x
2
+
4
x
4
3
−
x
6
2
7
=
d
dx
(
6
4
−
1
6
x
2
+
4
x
4
3
−
x
6
2
7
)
Apply
the
Sum
/
Difference
Rule
:
(
f
±
g
)
′
=
f
′
±
g
′
=
d
dx
(
6
4
)
−
d
dx
(
1
6
x
2
)
+
d
dx
(
4
x
4
3
)
−
d
dx
(
x
6
2
7
)
show steps
d
dx
(
6
4
)
=
0
show steps
d
dx
(
1
6
x
2
)
=
3
2
x
show steps
d
dx
(
4
x
4
3
)
=
1
6
x
3
3
show steps
d
dx
(
x
6
2
7
)
=
2
x
5
9
=
0
−
3
2
x
+
1
6
x
3
3
−
2
x
5
9
Simplify
=
−
2
x
5
9
+
1
6
x
3
3
−
3
2
x
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