plz ...help me...if u help me it means a lot to me..
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Heya friend,
Here is your answer,
(Note : I'm taking 'A' instead of 'theta')
Given : 7sin^2(A) + 3cos^2(A) = 4
Now, dividing by cos^2(A) on both sides,
=> 7tan^2(A) + 3 = 4/cos^2(A)
=> 7tan^2(A) + 3 = 4sec^2(A)
=> 7tan^2(A) + 3 = 4(1 + tan^2(A))
=> 7tan^2(A) + 3 = 4 + 4tan^2(A)
=> 3tan^2(A) = 1
=> tan^2(A) = 1/3
=> tan(A) = 1/√3 (hence proved)
Hope it helps you.
Thank you.
Here is your answer,
(Note : I'm taking 'A' instead of 'theta')
Given : 7sin^2(A) + 3cos^2(A) = 4
Now, dividing by cos^2(A) on both sides,
=> 7tan^2(A) + 3 = 4/cos^2(A)
=> 7tan^2(A) + 3 = 4sec^2(A)
=> 7tan^2(A) + 3 = 4(1 + tan^2(A))
=> 7tan^2(A) + 3 = 4 + 4tan^2(A)
=> 3tan^2(A) = 1
=> tan^2(A) = 1/3
=> tan(A) = 1/√3 (hence proved)
Hope it helps you.
Thank you.
khushishokeen:
thanks
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