15x/((2x-12x)-13^2)-15

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Solution for 15x/((2x-12x)-13^2)-15 equation: 


D( x )

2*x-(12*x)-13^2 = 0

2*x-(12*x)-13^2 = 0

2*x-(12*x)-13^2 = 0

2*x-12*x-13^2 = 0

-10*x-169 = 0 // + 169

-10*x = 169 // : -10

x = 169/(-10)

x = -169/10

x in (-oo:-169/10) U (-169/10:+oo)

(15*x)/(2*x-(12*x)-13^2)-15 = 0

(15*x)/(2*x-12*x-13^2)-15 = 0

(15*x)/(-10*x-169)-15 = 0

(15*x)/(-10*x-169)+(-15*(-10*x-169))/(-10*x-169) = 0

15*x-15*(-10*x-169) = 0

165*x+2535 = 0

(165*x+2535)/(-10*x-169) = 0

(165*x+2535)/(-10*x-169) = 0 // * -10*x-169

165*x+2535 = 0

165*x+2535 = 0 // - 2535

165*x = -2535 // : 165

x = -2535/165

x = -169/11

x = -169/11

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