Find the nth derivative of x^4 /(x-1) (1-2)
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Answer:
y=
(x−a)(x+a)
1
=
2a
1
(
x−a
1
−
x+a
1
)
dx
dy
=
2a
1
(
(x−a)
2
−1
−(−
(x+a)
2
1
))
dx
2
d
2
y
=
2a
1
(
(x−a)
3
2!
−(
(x+a)
3
2!
))
dx
3
d
3
y
=
2a
−1
(
(x−a)
4
3!
−(
(x+a)
4
3!
))
Following the pattern we get
dx
n
d
n
y
=
2a
(−1)
n
n!(
(x−a)
n+1
1
−
(x+a)
n+1
1
)
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