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VGS PUBLICATION-BRILLIANT-TRIGONOMETRY-EXERCISE
- cot(270^@-theta)=
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- sin 18^(0) / cos 72^(0)=
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- If pi <theta<(3pi)/2' then theta lies in
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- sin theta . cos theta =K అయిన sin theta + cos theta =
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- tan^(2) 60^(0) +2 tan^(2) 45^(0)=x tan 45^(0) అయిన x=
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- sin^(3) theta cos theta + cos^(3) theta. Sin theta =
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- sqrt ( 1+tan^(2) theta) / sqrt ( 1+cot^(2) theta) =
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- sin^2 47^@+sin^2 43^@=
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- sec(360^@-theta)=
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- sin 240^(0)=
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- If sin theta+cos theta=sqrt(2)cos A then theta=
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- (1+ cot^(2) 45^(0))^(2)=
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- 1-tan^(2) 30^(0) // 1+tan^(2) 30^(0)=
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- cosec^(2) theta // cot theta - cot theta=
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- If the following which are in geometric progression ?
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- sqrt ( ( sec x + tan x) //sec x - tan x) )=
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- 1/sec^(2) A + 1/cosec^(2) A=
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- 4 sin 30^(0).sec60^(0) = x tan 45^(0) అయిన x=
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- sin 60^(0) cos 30^(0) + cos 60^(0).sin 30^(0) విలువ
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- cos 60^(0) . Cos 30^(0) + sin 60^(0). Sin 30^(0) విలువ
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