prove that sin(90-A)×cos(90-A)/tanA =1-sinsquar A
Answers
Answered by
0
Answer:
sin(90-A)=cosA
➡cos(90-A)=sinA
Now,
➡cosA.sinA/tanA
➡cosA.sinA/sinA/cosA
➡cosA.sinA×cosA/sinA
➡cos²A
We have an identity:
↪sin²A+cos²A=1
↪cos²A=1-sin²A
Therefore,
↪cos²A=1-sin²A
LHS=RHS
Similar questions