if cosec theta - sin theta is equal to a and sec theta - cos theta is equal to b , prove that a square b square( a square + b square + 3 ) is equal to 1
Answers
Answered by
1
given that cosecΦ - sin Φ= a
secΦ -cos Φ =b
to prove a²b²(a²+b²+3) =1
secΦ -cos Φ =b
to prove a²b²(a²+b²+3) =1
Similar questions