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\[y=\frac{x^{2}+secx}{1+tanx}\]

Find dy/dx

Use the product rule

And chain

what did you get?

let me write

\[\frac{(1+tanx)(2x+secxtanx)-(x^{2}+secx)(\sec^{2}}{(1+tanx)^{2}}\]

yup, that's it. though...it seems quite hard to simpify

yeah,i dont know how to simplify it..

lol not really much change. I think you've got it anyways.

okay..!

im growing :D

lol you're good

lets move on :p

\[\frac{x}{\sin^{n}x}\] hint about this?

take n as any integer as just differentiate it like before :)

okay,ill post it again separately if i cant do it!

okay :) good luck