1/4(3t+27)=3/4(3t+15)

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Solution for 1/4(3t+27)=3/4(3t+15) equation: 


t in (-oo:+oo)

(1/4)*(3*t+27) = (3/4)*(3*t+15) // - (3/4)*(3*t+15)

(1/4)*(3*t+27)-((3/4)*(3*t+15)) = 0

(1/4)*(3*t+27)+(-3/4)*(3*t+15) = 0

1/4*(3*t+27)-3/4*(3*t+15) = 0

1/4*(3*t+27)-3/4*(3*t+15) = 0

-3/2*t-9/2 = 0

-3/2*t-9/2 = 0

-3/2*t-9/2 = 0 // + 9/2

-3/2*t = 9/2 // : -3/2

t = 9/2/(-3/2)

t = -3

t = -3

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