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cos A+cos(120^(@)+A)+cos(120^(0)-A)=...

cos A+cos(120^(@)+A)+cos(120^(0)-A)=

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Prove the following: (i) "sin" alpha+"sin"(alpha+(2pi)/(3))+"sin"(alpha+(4pi)/(3))=0 (ii) cos A+cos(120^(@)-A)+cos(120^(@)+A)=0 .

Prove that (i) sin A+sin (120^(@)+A)+sin(240^(@)+A)=0 (ii) cos A+cos (120^(@)+A)+cos (120^(@)-A)=0

cosA+cos(120^(@)-A)+cos(120^(@)+A)=0

cosA+cos(120^(@)-A)+cos(120^(@)+A)=0

cos120^(@)=

Prove that cos(120^(@)+A)+cos(120^(@)-A)=-cosA

Prove that cos(120^(@)+A)+cos(120^(@)-A)=-cosA

The period of cosx cos (120^(0) - x) cos (120^(0) + x) is

Prove the following : cos A + cos (120^@ - A) + cos (120^@+ A) = 0 .

cos A + cos (120 ^(@) - A ) + cos (120 ^(@) + A ) =0