Question

HELP PLS

Answer 1

Can someone please verify my work and answer please.

Answer 2

-C=5
So... does that mean C=-5 ?

Answer 3

Ya, that's your boo boo :O fix it

Answer 4

oopsies...

Answer 5

It does right? o.O

Answer 6

How about now?

Answer 7

Why did you erase the negative on the C?
You had -C=5, which was correct.
Moving the negative to the other side gives us C=-5.
C=5 doesn't translate to C=-5.

Answer 8

Oh yea. Oops. Accident D:

Answer 9

And simplify your B further ya silly billy -_-
-27/3 = -9

Answer 10

Sid, just saying, you have very nice handwritting.

Answer 11

LOL.

Answer 12

@Seratul Oh Thanks :)

Answer 13

So i simplified all the -27/3s to -9s.
Is my final answer correct?

Answer 14

We should fix the integral in the second to last step, ya?
-5 in the numerator.

And then something got mixed up integrating that term.

Answer 15

Or right. After integrating, that should have been a negative in my final answer, when i had made that mistake.

Answer 16

\[\large\rm \int\limits\frac{-5}{(x-2)^2}dx\quad=\quad -5\int\limits (x-2)^{-2}dx\quad=\quad\frac{-5}{-1}(x-2)^{-1}\]

Answer 17

No, not a negative.
The 2.

Answer 18

Oh. Yea i see it.

Answer 19

How's that? :D

Answer 20

yay good job

Answer 21

Yaaaaaay :D

Answer 22

@S4Sensitiveandshy Yea