(2x/25)-(1/2)=1-(5/2)(x-(1/10))

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Solution for (2x/25)-(1/2)=1-(5/2)(x-(1/10)) equation: 


x in (-oo:+oo)

(2*x)/25-(1/2) = 1-((5/2)*(x-(1/10))) // - 1-((5/2)*(x-(1/10)))

(5/2)*(x-(1/10))+(2*x)/25-(1/2)-1 = 0

(5/2)*(x-1/10)+(2*x)/25-1/2-1 = 0

5/2*(x-1/10)+(2*x)/25-1/2-1 = 0

(2*5/2*25*(x-1/10))/(2*25)+(2*2*x)/(2*25)+(-1*25)/(2*25)+(-1*2*25)/(2*25) = 0

2*5/2*25*(x-1/10)+2*2*x-1*25-1*2*25 = 0

129*x-50-25-25/2 = 0

129*x-50-75/2 = 0

129*x-175/2 = 0

(129*x-175/2)/(2*25) = 0

(129*x-175/2)/(2*25) = 0 // * 2*25

129*x-175/2 = 0

129*x-175/2 = 0 // + 175/2

129*x = 175/2 // : 129

x = 175/2/129

x = 175/258

x = 175/258

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