(X+3)/40+(x-5)/24=(x-2)/15

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Solution for (X+3)/40+(x-5)/24=(x-2)/15 equation: 


x in (-oo:+oo)

(X+3)/40+(x-5)/24 = (x-2)/15 // - (x-2)/15

(X+3)/40+(x-5)/24-((x-2)/15) = 0

(X+3)/40+(x-5)/24+(-1*(x-2))/15 = 0

(15*24*(X+3))/(15*24*40)+(15*40*(x-5))/(15*24*40)+(-1*24*40*(x-2))/(15*24*40) = 0

15*24*(X+3)+15*40*(x-5)-1*24*40*(x-2) = 0

360*X+600*x-960*x-1920+1920 = 0

360*X-360*x = 0

(360*X-360*x)/(15*24*40) = 0

(360*X-360*x)/(15*24*40) = 0 // * 15*24*40

360*X-360*x = 0

360*X-360*x = 0 // - 360*X

-360*x = -(360*X) // : -360

x = (-(360*X))/(-360)

x = X

x = X

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