((7x+6)/42)+((5x+2)/28)=5x+(3/10)

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Solution for ((7x+6)/42)+((5x+2)/28)=5x+(3/10) equation:


x in (-oo:+oo)

(7*x+6)/42+(5*x+2)/28 = 5*x+3/10 // - 5*x+3/10

(7*x+6)/42+(5*x+2)/28-(5*x)-(3/10) = 0

(7*x+6)/42+(5*x+2)/28-5*x-3/10 = 0

(10*28*(7*x+6))/(10*28*42)+(10*42*(5*x+2))/(10*28*42)+(-5*10*28*42*x)/(10*28*42)+(-3*28*42)/(10*28*42) = 0

10*28*(7*x+6)+10*42*(5*x+2)-5*10*28*42*x-3*28*42 = 0

4060*x-58800*x-3528+2520 = 0

2520-54740*x-3528 = 0

-54740*x-1008 = 0

(-54740*x-1008)/(10*28*42) = 0

(-54740*x-1008)/(10*28*42) = 0 // * 10*28*42

-54740*x-1008 = 0

-54740*x-1008 = 0 // + 1008

-54740*x = 1008 // : -54740

x = 1008/(-54740)

x = -36/1955

x = -36/1955

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