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GENERAL SOLUTIONS OF TRIGNOMETRIC EQUATIONS
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CHHAYA PUBLICATION-GENERAL SOLUTIONS OF TRIGNOMETRIC EQUATIONS -Long Answer type questions
- 5costheta + 2sintheta=2, given tan68^(@) 12' = 5/2
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- 4 cosx + 5 sinx = 5, given tan51^(@) 21' = 5/4
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- 1 + sin^(2) theta = 3sintheta costheta, given cot 18^(@) 26'=3
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- tan theta + sec theta = sqrt(3)
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- (1-tantheta)(1+sin 2theta) = (1+tantheta)
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- (sec theta +1) = (2+sqrt(3))tantheta (0 lt theta lt 2pi)
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- cottheta + cot(pi/4 + theta)=2
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- cot^(3)theta + 6 "cosec"2theta - 8 "cosec"^(3)2theta=0
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- tan^(2)2x + cot^(2)2x + 2tan 2x + 2 cot 2x=6
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- sin^(3)x +sin^(3)(x-(2pi)/3) +sin^(3)(x+(2pi)/3)=0
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- 2tanx = sin4x - 2sin2x cos2x tan^(2)x
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- sin3alpha = 4 sin alpha sin(x+alpha)sin(x-alpha)
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- cos3xcos^(3)x + sin3x sin^(3)x=0
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- (i) Solve: cos(2x + 3y)=1/2, cos(3x+2y) = sqrt(3)/2 (ii) If 0 lt x l...
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- Show that the following two equations represent the same set of angles...
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- (i) If sin(pi/2costheta) = cos(pi/2 sin theta), show that, +- cos(thet...
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- If cosecA = cosecB and secA = secB, then prove that, either A=B or the...
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- If 16tan^(8)phi = cos 2theta + 3 costheta and 3 cos^(2)phi=2, then fin...
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- Solve: 2(sinx -cos2x)-sin2x(1+2sinx) + 2cosx =0
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- Prove that the system of equations x-y = (2pi)/3 and cosx + cosy =3/2 ...
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