Question

help! I dont understand why this is the answer. integrals

Answer 1

an explanation would be gt

Answer 2

great*

Answer 3

@Directrix

Answer 4

the answer i got is (5e^x)-(12/x^(2))+c

Answer 5

i just dont understand where the 12 came from

Answer 6

\[\int\limits x^{-3}\,dx=\frac{ -x^{-2} }{ 2 }+c\]

Answer 7

24/2=12

Answer 8

why did you divide by 2?

Answer 9

i figured thats how you got the 12 but why 2?

Answer 10

oops i think i get it

Answer 11

i feel dumb for asking a simple question

Answer 12

thanks for the help everyone!

Answer 13

\[\int\limits x^n\,dx=\frac{ x^{n+1} }{ n+1 }+c \,\,\,\:\forall n \ne 0\]

Answer 14

@pgpilot326 can you help me with this...i cant seem to get the answer

Answer 15

rewrite 23/x as\[23x^{-1}\]

Answer 16

okay i got that @pgpilot326

Answer 17

so where's your trouble?

Answer 18

should it be 23x^0/0?

Answer 19

oh, my bad... n can't be 1.

\[\int\limits x^{-1}\,dx=\int\limits \frac{1}{x}\,dx = \ln|x|+c\]

Answer 20

i mean -1