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MBD PUBLICATION-TRIGONOMETRIC FUNCTIONS-QUESTION BANK
- If sinA+sinB=a and cosA+cosB=b, show that sin(A+B) = (2ab)/(b^2+a^2)
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- If sinA+sinB=a and cosA+cosB=b, show that cos(A+B) = (b^2-a^2)/(b^2+...
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- Prove the following : (1+sinA-cosA)/(1+sinA+cosA) = tan A//2
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- Prove the following : 8sin^4(1/2theta)-8sin^2(1/2theta)+1=cos2theta
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- Prove the following : cos^4(pi/8)+cos^4((3pi)/8)+cos^4((5pi)/8)+cos^4(...
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- Prove the following : cos^2(alpha/2)(1-2cosalpha)^2+sin^2(alpha/2)(1+2...
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- Prove the following : sin20^@.sin40^@.sin60^@.sin80^@ = 3/16
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- Prove the following : cos36^@.cos72^@.cos108^@.cos144^@ = 1/16
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- Prove the following : cos10^@.cos30^@.cos50^@.cos70^@ = 3/16
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- Prove the following : cos20^@.cos40^@.cos60^@.cos80^@ = 1/16
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- Prove the following : tan6^@.tan42^@.tan66^@.tan78^@ = 1
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- Prove the following : cot7(1/2)^@=sqrt6+sqrt3+sqrt2+2
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- Prove the following : cot22(1/2)^@=sqrt2+1
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- Prove the following : cot37(1/2)^@=sqrt6-sqrt3-sqrt2+2
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- Prove the following : tan37(1/2)^@=sqrt6+sqrt3-sqrt2+2
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- Prove the following : cos(pi/16)=1/2 sqrt(2+sqrt(2+sqrt2))
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- If sin A=K sin B, prove the tan frac{1}{2}(A-B)=frac{K-1}{K+1 }tan ...
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- If a cos(x+a)=b cos(x-a) show that (a+b) tan x=(a-b) cot a
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- An angle theta is divided into two parts alpha, beta such that tan alp...
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- If sin theta +sin phi=a,cos theta+cos phi=b, show that sinfrac{theta+...
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