1/2(5t^2-4t)-1/3(3t^2+12t)

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Solution for 1/2(5t^2-4t)-1/3(3t^2+12t) equation: 


t in (-oo:+oo)

(1/2)*(5*t^2-(4*t))-((1/3)*(3*t^2+12*t)) = 0

(1/2)*(5*t^2-4*t)+(-1/3)*(3*t^2+12*t) = 0

1/2*(5*t^2-4*t)-1/3*(3*t^2+12*t) = 0

1/2*(5*t^2-4*t)-1/3*(3*t^2+12*t) = 0

3/2*t^2-6*t = 0

3/2*t^2-6*t = 0

3*t*(1/2*t-2) = 0

1/2*t-2 = 0 // + 2

1/2*t = 2 // : 1/2

t = 2/1/2

t = 4

3*t*(t-4) = 0

3*t*(t-4) = 0

( 3*t )

3*t = 0 // : 3

t = 0

( t-4 )

t-4 = 0 // + 4

t = 4

t in { 0, 4 }

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