(sec + cos )(sec - cos )
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3
=sec^2 theeta - cos^2 theeta
=1+tan^2 theeta-(1- sin^2 theeta)
=1+tan^2 theeta-1+sin^2 theeta
=tan^2 theeta+sin^2 theeta
Answered by
0
Answer:
I think the Answer is:
sec ^2-cos^2
Step-by-step explanation:
Because,
(sec+cos ) (sec-cos)
= (sec-cos)^2
= (1/cos - cos) ^2
= (1-cos^2/cos)^2
= (sin^2/cos) ^2
= sin^2/cos ^2
= cot theta
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