How can the following two identities be verified?

1. (cos^2y)/(1-siny)=1+siny

2. sin^2a-sin^4a=cos^2a-cos^4a

Thanks!

change cos^2a to 1-sin^2a=(1-sina)(1+sina)

Thank you. I figured out the first one with your help, but I'm still stuck on the second. Any tips?

Similar Questions
  1. Find y'(x) when cos y - y^2 = 8a) -siny - 2y b) - (1/sin y - 2y) c) 0 d) - (8/cos y - y) So if I implicitly differentiate: y'(x)
    1. answers icon 2 answers
  2. Verify each identitysin^x+siny/sinx-siny=tan(x+y/2) (times) cot(x-y/2)
    1. answers icon 0 answers
  3. find the range ofsin(siny)+cos(siny)
    1. answers icon 0 answers
  4. Simplify:sin(x-y)cosy+cos(x-y)siny = (sinxcosy-cosxsiny)cosy+(cosxcosy+sinxsiny)siny = ??? What do I do next??? Please Help and
    1. answers icon 4 answers
more similar questions