if (cos thita+sec thita=2) then find the value of (cos¹¹thita+sec¹¹thita) =?.?
Answers
Answer:
Hi your answer is as follows
Step-by-step explanation:
Here it is given that ,
cos + sec = 2
in the above case we can see that cos and it's reciprocal add up to 2
so therefore we conclude that cos and sec both of them are 1
Therefore ,
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Alter:
Cos theta+sec theta =2
=> cos ^2 theta +1 = 2 cos theta
=> cos^2 theta -2 cos theta +1=0
Solving the above quadratic equation in cos theta,we get
cos theta =1
=>theta =cos inverse (1)
=>theta=2 n pi
Now we need to find the value of
cos 100 theta+sec 100 theta
Substitute the value of theta as theta=2 n pi:
=>cos 100 theta + sec 100 theta = cos 100 (2 n pi) + sec 100 (2 n pi)
=cos 2 (100n pi) + sec 2 (100n pi)
Let 100n=k , some variable
=>cos 100 theta + sec 100 theta = cos (2 k pi) + sec (2 k pi) = 1 + 1 = 2
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Hope it helps,
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