.

Printable View

- Nov 13th 2012, 04:08 PMhunnyelleRewrite as an expression w/o fractions: (cscx)/(1-sinx)
.

- Nov 13th 2012, 04:23 PMskeeterRe: Rewrite as an expression w/o fractions: (cscx)/(1-sinx)Quote:

Rewrite as an expression w/o fractions: (cscx)/(1-sinx)

$\displaystyle \frac{\csc{x}}{1-\sin{x}} = \sec^2{x}(\csc{x}+1)$

also ... please post problems in the body of the post, not the title. - Nov 13th 2012, 04:37 PMHallsofIvyRe: Rewrite as an expression w/o fractions: (cscx)/(1-sinx)
It would be good if you gave some indication that you had

**tried**to do the problem yourself, too! - Nov 13th 2012, 04:41 PMhunnyelleRe: Rewrite as an expression w/o fractions: (cscx)/(1-sinx)
I meant to say that I multiplied by the conjugate