1/csc+1
turn this problem into non fraction form.
thx!
Hello, Jasleen2008!
Multiply top and bottom by $\displaystyle (\csc x - 1)$:Write in non-fraction form: .$\displaystyle \frac{1}{\csc x + 1}$
. . $\displaystyle {\color{blue}\frac{\csc x - 1}{\csc x -1}}\cdot\frac{1}{\csc x + 1} \;\;=\;\;\frac{\csc x - 1}{\csc^2\!x-1} \;\;=\;\;\frac{\csc x - 1}{\cot^2\!x} \;\;=\;\;\tan^2\!x(\csc x - 1)$