SOLUTION: How do I prove:
(cotx)/(cscx+1)= (cscX-1)/(cotx)
Thank you!!
Algebra.Com
Question 870245: How do I prove:
(cotx)/(cscx+1)= (cscX-1)/(cotx)
Thank you!!
Answer by mananth(16946) (Show Source): You can put this solution on YOUR website!
(cotx)/(cscx+1)= (cscX-1)/(cotx)
((cot x)(cscx-1))/(csc x+1)(cscx-1))
((cot x)(cscx-1))/(csc^2 x-1)))
((cot x)(cscx-1))/ (-cot^2x)
(cscx-1)/-cotx
(1-cscx-1)/cotx
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