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VGS PUBLICATION-BRILLIANT-TRIGONOMETRY-EXERCISE
- Expressing tan theta , interms of sec theta.
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- 5 sin A = 3 అయిన sec^(2) A - tan^(2) A=
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- Evaluate the following (sin theta +cos theta )^(2) +(sin theta -cos...
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- cos theta = sqrt 3/2మరియు theta అల్పకోణము అయిన 4 sin^(2) theta + tan^(...
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- sin(A-B) = 1/2, cos(A-B) = 1/2 అయిన A =
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- cos 0^(0) + sin 90^(0) + sqrt 2 sin 45^(0)విలువ
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- 3 sin^(2) 45^(0) + cos^(2) 60^(0)విలువ
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- sin (-theta)=
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- Value of cos 240^@=
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- tan theta + cot theta =2 అయినtan^(2) theta + cot^(2) theta=
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- tan 60^(0) - tan 30^(0) విలువ
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- sin theta = cos theta theta
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- (1+ tan^(2) 60^(0))^(2)=
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- If sin (A-B) =(1)/(2) ,cos (A+B) =(1)/(2) ,where 0^@ lt A +B lt 90 ^(...
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- cos(270^@-theta) =
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- 0^(0) le theta le 90^(0) అయిన sin theta + cos thetaగరిష్ట విలువ
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- alpha + beta = 90^(0) మరియు alpha = 2betaఅయినcos^(2) alpha + sin^(2) b...
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- In right angle triangle ABC , / B = 90^@, tan c = 5/12 then the lengt...
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- tan theta = 1 / sqrt 3 అయిన 7 sin^(2) theta + 3 cos^(2) theta=
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- cos^2 0^@+cos^2 60^@ =
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