If `sin(120^0-alpha)=sin(120^0-beta),0

If sin(120^(0)-alpha)=sin(120^(@)-beta),0

If cos(120^0-alpha)=cos(120^0-beta),0 lt alpha,beta lt pi , then find the relation between (alpha and betadot)

If sin(120^(@)-alpha)=sin(120^(@)-beta),0ltalpha,betaltpi ,then find the relation between alphaandbeta .

If sin (120^(@) - alpha) = sin (120^(@) - beta) and 0 lt alpha,beta lt pi then all the values of alpha,beta are

If sin(120^(@)-A)=sin(120^(@)-B),0ltA,Bltpi , then the values A and B are

Assertion (A):cos^(2)theta+cos^(2)(60^(@)-theta)+cos^(2)(60^(@)+theta)=(3)/(2)sin alpha-sin(120^(@)-alpha)+sin(120^(@)+alpha)=0

Assertion (A):cos^(2)theta+cos^(2)(60^(@)-theta)+cos^(2)(60^(@)+theta)=(3)/(2)sin alpha-sin(120^(@)-alpha)+sin(120^(@)+alpha)=0