(2x-10)-x^2-25-(5-x)/25-x^2

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


x in (-oo:+oo)

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

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

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

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

x-25*x^2-25*x^2+50*x-625-250-5 = 0

x-50*x^2+50*x-625-250-5 = 0

51*x-50*x^2-625-250-5 = 0

51*x-50*x^2-630-250 = 0

51*x-50*x^2-880 = 0

51*x-50*x^2-880 = 0

51*x-50*x^2-880 = 0

DELTA = 51^2-(-880*(-50)*4)

DELTA = -173399

DELTA < 0

1 = 0

1/25 = 0

1/25 = 0 // * 25

1 = 0

x belongs to the empty set

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