sin4x=(root3)/2

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Solution for sin4x=(root3)/2 equation: 


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x*((6*x^5)/4) = 0

(3*x)/2-(x/3) = (5*(x-4))/6

(x-10)/75 = 8

(-1/2)*(1-(5*p)) = (2/3)*(p-7)-5

(7*x)/8-x+2 = 12

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