If sin alpha = 1517 , pi2 < a alpha pi & cos beta = - 45 , pi < beta < 3pi2 , Find (a) sin (alpha - beta) (b) cos (alpha - beta) (c) tan (alpha - beta)
SOLVED:Rewrite each expression as a simplified expression containing one term. sin((π)/(3)-α) cos((π)/(3)+α)+cos((π)/(3)-α) sin((π)/(3)+α) (Do not use four different identities to solve this exercise.)
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If A + B + C = 180^o , cos2A + cos4A cos6A is equal to which of the following alternatives?
SOLVED: tan x=- 4 /3 , pi 2 < alpha< pi; cos beta= sqrt 3/ 2 ,0< beta< pi 2
Let α, β be such that π < α - β < 3π. If sin α + sin β = -21/65 and cos α + cos β = -27/65, then find the
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SOLVED: Verify each identity. cos (π-α)=-cosα
त्रिकोणमितीय सर्वसमिकाओं की सूची - विकिपीडिया
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