((4x+1)/10)-((x+2)/10)=((24-2x)/15)

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Solution for ((4x+1)/10)-((x+2)/10)=((24-2x)/15) equation: 


x in (-oo:+oo)

(4*x+1)/10-((x+2)/10) = (24-(2*x))/15 // - (24-(2*x))/15

(4*x+1)/10-((x+2)/10)-((24-(2*x))/15) = 0

(4*x+1)/10-((x+2)/10)-((24-2*x)/15) = 0

(4*x+1)/10+(-1*(x+2))/10+(-1*(24-2*x))/15 = 0

(15*(4*x+1))/(10*15)+(-1*15*(x+2))/(10*15)+(-1*10*(24-2*x))/(10*15) = 0

15*(4*x+1)-1*15*(x+2)-1*10*(24-2*x) = 0

45*x+20*x-240-15 = 0

65*x-255 = 0

(65*x-255)/(10*15) = 0

(65*x-255)/(10*15) = 0 // * 10*15

65*x-255 = 0

65*x-255 = 0 // + 255

65*x = 255 // : 65

x = 255/65

x = 51/13

x = 51/13

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