1/4(12t+24)=3/4t+39/2

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Solution for 1/4(12t+24)=3/4t+39/2 equation: 


t in (-oo:+oo)

(1/4)*(12*t+24) = (3/4)*t+39/2 // - (3/4)*t+39/2

(1/4)*(12*t+24)-((3/4)*t)-(39/2) = 0

(1/4)*(12*t+24)+(-3/4)*t-39/2 = 0

1/4*(12*t+24)+(-3*t)/4-39/2 = 0

(1/4*2*4*(12*t+24))/(2*4)+(-3*2*t)/(2*4)+(-39*4)/(2*4) = 0

1/4*2*4*(12*t+24)-3*2*t-39*4 = 0

18*t-156+48 = 0

18*t-108 = 0

(18*t-108)/(2*4) = 0

(18*t-108)/(2*4) = 0 // * 2*4

18*t-108 = 0

18*t-108 = 0 // + 108

18*t = 108 // : 18

t = 108/18

t = 6

t = 6

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