Math, asked by aectimeashruto, 9 months ago

1) cos$ sin(90-$) + sin$ cos(90-$) = 1​

Answers

Answered by shwetashukla794
1

Step-by-step explanation:

Cos $ = sin (90-$)

sin $=cos (90- $)

= cos$*cos$+sin$*sin$

=

 { \cos}^{2}  a +  {sin}^{2} a = 1

= cos square $ + sin square $

=1

lhs = rhs

hence proved

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