Question

help with this integral

Answer 1

\[\int\limits_{}^{}(x)/\sqrt[4]{x+2}\]

Answer 2

i said well maybe let me write x in terms of u, and then see if i can integrate that that still didnt work

Answer 3

okay x+2 = t
\[dt= dx\]
\[\int \frac {t -2 }{t^{\frac{1}{4}}}\]

Answer 4

okay

Answer 5

Now it's easy you can solve now

Answer 6

do i change the denomiantor to t^-1/4 or no

Answer 7

yes

Answer 8

and multiply that into the (t+2)

Answer 9

yes perfect

Answer 10

alright let me try it and i will post the answer

Answer 11

sure : )

Answer 12

"multiply into" i like that.

Answer 13

well, distribute

Answer 14

anyway, i got (4/7)(x+2)^7/4 - (8/5)(x+2)^5/4

Answer 15

wait a min

Answer 16

yea perfect except the second part -1/4 + 1 = 3/4

Answer 17

just replace 5 with 3 rest is very good

Good Job: )