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Asked by krish1092 2cos9xcos7x=2cos5xcos3x and 2sin5xcos3x=2sin9xcos7x ...
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Prove that 3(cot2θ+tan2θ)-8(cotθ+tanθ)+10≥0 ...
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Q : A,B,C are 3 angles of a triangle. A=π/4 , tanB . tanC = p. find all possible values of p. my approach. B+C= 3π/4 so , tanB . tan(3π/4 - B) = p. tanB=x , x2 + x(1-p) + p =0 . for real roots. Δ≠...
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solve sin-112x +sin-112√3x =sin-1(-1 ) ...
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Solve. 1. log((9x-x2-14)/7)(sin3x-sinx)=log((9x-x2-14)/7)cos2x 2. 2cos2(pi4x)-sin(pi4x+1)+sin(pi4x+1/2)-2cos(pi4x+1/2)=0 ...
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solve: 2sinx=|x| +a find a such that there is no real root! ...