Answer is 1 Sin A + Sin^2 A = 1 Sin A = 1 - Sin^2 A And we know 1 - Sin^2 A = Cos^2 A so Sin A = Cos^2 A squaring both side Sin^2 A = Cos^4 A so Cos^2 A + Cos^4 A = 1 from given condition
If Sin A + Cos A = sqrt(2) Sin (90 - A) then Cot A = ??
If P=Sin A.Sin B, Q= Sin C.Cos A, R = Sin A.Cos B and S=Cos A.Cos C then 5(P^2+Q^2+R^2+S^2) = ??
What would be the value of Sin(50 + A) - Cos(40 - A), share your working also?