If `sinxsin(60^@+x)sin(60^@-x)=1/8` then `x=`

[" If "sin x sin(60^(@)+x)sin(60^(@)-x)=(1)/(8)" then "],[x" equals "],[n pi+(-1)^(n)(pi)/(6)],[n(pi)/(3)+(-1)^(n)(pi)/(18)],[n pi+(-1)^(n)(pi)/(3)],[(n pi)/(-1)+(-1)^(n)(pi)/(4)]

If sin x sin(60^(@)-x)sin(60^(@)+x)=(1)/(4) ,then x=

Value of sin(60^@+x) + sin(60^@ - x)= ?

The minimum value of sin x sin(60^@ -x) sin(60^@ + x) is

If sin(60^(@)-x)=cos(y+60^(@)) then the value of sin(x-y) is

Prove (i)sin x sin(60-x)sin(60+x)=(1)/(4)sin3xOR(iii)sin x sin(60+x)sin(120+x)=(1)/(4)sin3x

If sin(x-60^@)=2.cos(x-30^@), then : tanx=.....

If 2sin(x+60^@)=cos(x-30^@), then : tan=…..

Find x if :- sin(20^@+x)=cos60^@ .