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ARIHANT MATHS-TRIGONOMETRIC FUNCTIONS AND IDENTITIES-Exercise For Session 7
- Prove that: sin x + sin 3x + sin 5x + sin 7x= 4 cos x cos 2x sin 4x
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- Show that: sinAsin(B-C)+sinB sin(C-A)+sinCsin(A-B)=0
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- Prove that cosalpha+cosbeta+cosgamma+cos(alpha+beta+gamma)=4cos(alpha+...
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- if x and y are acute angles such that cosx + cosy = 3/2 and sinx + sin...
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- Prove that: 2cos frac (pi)(13)cos frac (9pi)(13)+cos frac (3pi)(13)+co...
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- Prove that ((cos A+cos B)/(sinA-sinB))^(n)+((sinA+sinB)/(cos A-cosB))^...
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- Prove that: (1+cos. (pi)/8)(1+cos. (3pi)/8)(1+cos. (5pi)/8)(1+cos. (7...
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- If in a triangle ABC, cos3A+cos3B+cos3C=1, then one angle must be exac...
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