Question

calculus help

Answer 1

calculus is here!

Answer 2

Post the problem!!

Answer 3

\[\int\limits_{?}^{?}(\cos ^{2}x-\cos ^{2}x)/(\sin x)dx\]

Answer 4

opps the first cos is suppouse to be a sin

Answer 5

Cos^2 - Sin^2?

Answer 6

oh lol sorry it's the other way around

Answer 7

\[\int\limits_{?}^{?}(\sin ^{2}x-\cos ^{2}x)/(\sin x)\]

Answer 8

thats the problem

Answer 9

You already asked this question. :| I didn't answer it, but you didn't reply to the old thread.

Answer 10

i was waiting on you

Answer 11

@badreferences

Answer 12

I was giving you hint-by-hint. I realized just giving people answers would have them not learn anything.

Answer 13

Just divide by sin
Sinx - Cosx*Cotx

Answer 14

Exactly what I said before. >.> Also, cosxcotx can be expressed as cscx-sinx.

Answer 15

all right continue badrefs, finish ur answer!

Answer 16

i am getting stuck on how you integrate that

Answer 17

The integral of sinx is -cosx, riiight? The integral of cscx is -ln(sin(x/2))-ln(cos(x/2)).

TBH, though, I forget how you prove that last part. It's just something I committed to memory and WolframAlpha lol.

Answer 18

But like trig integrals, it's just something I remembered. So...

Answer 19

ok thanks dude