1/7-5/6(x-5/26)=6x/25+1/13

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Solution for 1/7-5/6(x-5/26)=6x/25+1/13 equation:


x in (-oo:+oo)

1/7-((5/6)*(x-(5/26))) = (6*x)/25+1/13 // - (6*x)/25+1/13

1/7-((5/6)*(x-(5/26)))-((6*x)/25)-(1/13) = 0

(-5/6)*(x-5/26)+(-6/25)*x+1/7-1/13 = 0

(-6*x)/25-5/6*(x-5/26)+1/7-1/13 = 0

(-5/6*7*13*25*(x-5/26))/(7*13*25)+(-6*7*13*x)/(7*13*25)+(1*13*25)/(7*13*25)+(-1*7*25)/(7*13*25) = 0

1*13*25-5/6*7*13*25*(x-5/26)-6*7*13*x-1*7*25 = 0

325-14651/6*x-175+4375/12 = 0

8275/12-14651/6*x-175 = 0

6175/12-14651/6*x = 0

(6175/12-14651/6*x)/(7*13*25) = 0

(6175/12-14651/6*x)/(7*13*25) = 0 // * 7*13*25

6175/12-14651/6*x = 0

6175/12-14651/6*x = 0 // - 6175/12

-14651/6*x = -6175/12 // : -14651/6

x = -6175/12/(-14651/6)

x = 475/2254

x = 475/2254

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