((((a^3)*(b^3))/((x)*(y^2)))^3)*(((x^2)*b)/((a^3/2)*(y^1/2))))

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Solution for ((((a^3)*(b^3))/((x)*(y^2)))^3)*(((x^2)*b)/((a^3/2)*(y^1/2)))) equation: 


cos(sin(x))*(cos(x))^3-(2*cos(x)*sin(x)*sin(sin(x)))-(cos(x)*sin(sin(x))*sin(x))-(cos(sin(x))*cos(x))

47/8-(14/3) = 0

(cos(x))^2*sin(sin(x))-(cos(sin(x))*sin(x))

1/6-(2*b) = 6

13 = -r/6

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