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VGS PUBLICATION-BRILLIANT-TRIGONOMETRY-EXERCISE
- If cos(A+B)=0, cos B=sqrt3/2 then A is
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- tan theta / sqrt (1+tan^(2) theta)=
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- sqrt (1-cos^(2) theta )// cos theta =
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- 1 / sqrt (1+tan^(2) theta)=
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- cos theta. tan theta=
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- sin (180+theta) = - sin theta అయితే sin 225^(0)=
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- sec^(2) 33^(0) - cot^(2) 57^(0)=
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- cos^6 theta+sin^6 theta=
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- sin 180^@=
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- cos theta = 1/2 అయిన cos theta // 2=
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- sin(A+B). cos(A-B)+sin(A-B). cos(A+B)=
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- cos theta=
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- cos 0^(0) + sin 90^(0) + sqrt 3 cosec 60^(0)విలువ
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- cos 60^(0) . Cos 30^(0) - sin 60^(0). Sin 30^(0) విలువ
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- cos 300^@=
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- If sin(A+B)=1 sinB=1/2 then A=
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- sqrt (sec^(2) A + cosec^(2) A ) =
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- If sqrt3 tan theta=1 then theta=
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- sqrt (cosec^(2) theta - sin^(2) theta - cos^(2) theta =
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- cosec 60^(0) ** cos 90^(0) =
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