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4cos(x+(pi/3))= A) 2sqrt(3)cosx - 2sinx B) 2cosx - 2sqrt(3)sinx C) 2cosx + 2sqrt(3)sinx D) 2sqrt(3)cosx + 2sinx E) 4cos(x)+2
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use the formula : cos(A+B) = cos(a)cos(B) - sin(A)sin(B) to get the value of cos(x+(pi/3))
then multiply by 4
so cos(x)cos(pi/3) = (1/2)cosx-(sqrt3/2)sinx times 4 = B?
yes, the answer is B
ok thanks
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