Question

linear equation solver the following equation x+6/4-5x-4/8+x+3/5=0​

Answer 1

Answer:

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Answer 2

Answer:

       [(x+6)/4] - [(5x-4)/8] + [(x-3)/5] = 0

    = [2(x+6)/4*2] - [(5x-4)/8] + [(x-3)/5] = 0

    = [(2x+12)/8] - [(5x-4)/8] + [(x-3)/5] = 0

    = {[(2x+12) - (5x-4)]/8} + [(x-3)/5] = 0

    = {[2x+12-5x+4]/8} + {[x-3]/5} = 0

    = {[-3x+16]/8} + {[x-3]/5} = 0

    = {[-3x+16]/8} = {[x-3]/5}  

    = 5(-3x+16) = 8(x-3)

    = -15x+80 = 8x-24

    = 80+24 = 8x+15x

    = 104 = 23x

    = 23x = 104

    = x = 104/23