a=(12x+24)(1/2x+4)

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Solution for a=(12x+24)(1/2x+4) equation:


x in (-oo:+oo)

a = (12*x+24)*((1/2)*x+4) // - (12*x+24)*((1/2)*x+4)

a-((12*x+24)*((1/2)*x+4)) = 0

a-1*(12*x+24)*(1/2*x+4) = 0

a-1*(12*x+24)*(1/2*x+4) = 0

a-6*x^2-60*x-96 = 0

a-6*x^2-60*x-96 = 0

a-6*x^2-60*x-96 = 0

DELTA = (-60)^2-(-6*4*(a-96))

DELTA = 24*(a-96)+3600

24*(a-96)+3600 = 0

24*(a-96)+3600 = 0

24*a+1296 = 0

24*a+1296 = 0

24*a+1296 = 0 // - 1296

24*a = -1296 // : 24

a = -1296/24

a = -54

DELTA = 0 <=> t_3 = -54

x = 60/(-6*2) i a = -54

x = -5 i a = -54

( x = ((24*(a-96)+3600)^(1/2)+60)/(-6*2) or x = (60-(24*(a-96)+3600)^(1/2))/(-6*2) ) i a > -54

( x = ((24*(a-96)+3600)^(1/2)+60)/(-12) or x = (60-(24*(a-96)+3600)^(1/2))/(-12) ) i a > -54

a+54 > 0

a+54 > 0 // - 54

a > -54

x in { -5, ((24*(a-96)+3600)^(1/2)+60)/(-12), (60-(24*(a-96)+3600)^(1/2))/(-12) }

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