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DIPTI PUBLICATION ( AP EAMET)-TRIGONOMETRIC EQUATIONS -EXERCISE 1
- The number of roots of the equation 2 sin^(2)theta + 3 sin theta + 1 =...
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- If sqrt(sin x)+ cos x = 0 then sin x =
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- If 2sin x + cosec x = 3 then theta =
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- If cos^(2)theta - sin theta = 1//4 then theta =
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- If 4 cos theta - sec theta = 4 tan theta then theta =
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- If 3 cos 2theta + 2 = 7 sin theta then theta =
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- {x in IR : cos 2x + 2 cos^(2) x - 2 = 0}=
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- If 4sin^(2)x-2 (1+sqrt(3))sin x + sqrt(3)=0 then theta =
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- If cosec^(2)theta - 3cosec theta + 2 = 0 then theta =
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- If 4cos^(2)x sin x - 2 sin^(2)x=3sinx, then x =
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- If r sin theta = sqrt(3), r + 4 sin theta = 2(sqrt(3)+1), 0 le theta l...
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- If alpha is a root of 25 cos^(2)theta + 5 cos theta - 12 =0, (pi)/(2) ...
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- The solution set of (5+4 cos theta) (2 cos theta + 1) =0 in the interv...
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- If sin^(2)x - cos x = 1//4 then the values of x in (0, 2pi) are
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- If 2cos^(2)theta + cos theta -1 =0 then theta =
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- If 2 sin^(2)theta = 3 cos theta, then the value of theta in [0, 2pi] a...
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- The general solution of sin^(2)x-2 cos x +(1)/(4)=0 is
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- cos 2x=(sqrt(2)+1)(cos x - (1)/(sqrt(2))), cos x ne (1)/(2) rArr x in
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- If 2 sin theta + tan theta = 3 sin theta .cos theta then theta =
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- If 2+sqrt(3)sec x - 4 cos x = 2sqrt(3) then theta =
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