Answer: From the given expression we can get the fundamental trigonometry identity
Step-by-step explanation:
1 ÷ cos (×) - cos (×) = sin (×) * tan (×) ⇒
[1 ÷ cos (×) ] - cos (×) = sin (×)* sin(×)/ cos (×)
1/ cos(×) - cos (×) = sin²(×)/cos(×) ⇒cos(×)/cos(×) -cos²(×) = sin²(×)
1 - cos²(×) = sin²(×)
1= cos²(×) + sin²(×) fundamental trigonometry identity
