Question

if cosA + cos^2 A = 1 , then sin^2 A + sin^4 A is​

Answer 1

Ans:

sin^2 A + sin^4 A=1

Answer 2

Answer:

This is the answer

Step-by-step explanation:

cos A+cos^2 A=1 ————(1)

cos A =1-cos^2 A

[sin^2 A=1- cos^2 A]

cos A= sin^2 A ———-(2)

Substitute value of cos A in Eqn. (1)

(sin^2 A) + (sin^2 A)^2=1

sin^2 A + sin^4 A=1 [Proved]