y=(x/2-6)2

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Solution for y=(x/2-6)2 equation: 


x in (-oo:+oo)

y = (x/2-6)^2 // - (x/2-6)^2

y-(x/2-6)^2 = 0

y-1*(1/2*x-6)^2 = 0

y-1*(1/2*x-6)^2 = 0

6*x-1/4*x^2+y-36 = 0

6*x-1/4*x^2+y-36 = 0

6*x-1/4*x^2+y-36 = 0

DELTA = 6^2-(-1/4*4*(y-36))

DELTA = y

y = 0

DELTA = 0  <=>  t_3 = 0

x = -6/(-1/4*2) i y = 0

x = 12 i y = 0

( x = (y^(1/2)-6)/(-1/4*2) or x = (-y^(1/2)-6)/(-1/4*2) ) i y > 0

( x = -2*(y^(1/2)-6) or x = 2*(y^(1/2)+6) ) i y > 0

y+0 > 0

y > 0

y+0 > 0 // - 0

y > 0

x in { 12, -2*(y^(1/2)-6), 2*(y^(1/2)+6) }

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