Question

Integrate
(2z)/(5z-1)

Answer 1

plz urgent help

Answer 2

um... long division?

Answer 3

its very complex by long divsionn,

Answer 4

use this. http://www.wolframalpha.com/bing/?i=integral+of+(2z)%2f(5z-1)&expl=3

all answers.

Answer 5

Use can put \(u=5z-1\), this is one way.

Answer 6

Mr m wrong

Answer 7

\[\frac{2z}{5z-1}=\frac25+\frac25\frac1{5z-1}\]

Answer 8

turing test cant understand the form plz write it clearly

Answer 9

?
long division\[\int \frac{2z}{5z-1}=\int \frac25+\frac25\frac1{5z-1}dz\]\]

Answer 10

I don't really know how to illustrate the process on this site...

Answer 11

Mr math's sub works too

Answer 12

No, it's not wrong. Have you even tried it?

Answer 13

you can factor the 2 in the numerator out and it will be a bit simpler:
\[\int \frac{2z}{5z-1} dz= 2\int \frac{z}{5z-1}dz=2\int\frac15+\frac1{5(5z-1)}dz\]
Then split the integrals and go from there.

Answer 14

thanks