A=1/2(x-6)(6x-12)

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Solution for A=1/2(x-6)(6x-12) equation:


x in (-oo:+oo)

A = (1/2)*(x-6)*(6*x-12) // - (1/2)*(x-6)*(6*x-12)

A-((1/2)*(x-6)*(6*x-12)) = 0

(-1/2)*(6*x-12)*(x-6)+A = 0

A-1/2*(6*x-12)*(x-6) = 0

A-1/2*(6*x-12)*(x-6) = 0

A-3*x^2+24*x-36 = 0

A-3*x^2+24*x-36 = 0

A-3*x^2+24*x-36 = 0

DELTA = 24^2-(-3*4*(A-36))

DELTA = 12*(A-36)+576

12*(A-36)+576 = 0

12*(A-36)+576 = 0

12*A+144 = 0

12*A+144 = 0

12*A+144 = 0 // - 144

12*A = -144 // : 12

A = -144/12

A = -12

DELTA = 0 <=> t_3 = -12

x = -24/(-3*2) i A = -12

x = 4 i A = -12

( x = ((12*(A-36)+576)^(1/2)-24)/(-3*2) or x = (-(12*(A-36)+576)^(1/2)-24)/(-3*2) ) i A > -12

( x = ((12*(A-36)+576)^(1/2)-24)/(-6) or x = ((12*(A-36)+576)^(1/2)+24)/6 ) i A > -12

A+12 > 0

A+12 > 0 // - 12

A > -12

x in { 4, ((12*(A-36)+576)^(1/2)-24)/(-6), ((12*(A-36)+576)^(1/2)+24)/6 }

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