(3)/(4)(t+6)=(1)/(2)(4t-1)-4(5t+1)

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Solution for (3)/(4)(t+6)=(1)/(2)(4t-1)-4(5t+1) equation: 


t in (-oo:+oo)

(3/4)*(t+6) = (1/2)*(4*t-1)-(4*(5*t+1)) // - (1/2)*(4*t-1)-(4*(5*t+1))

(3/4)*(t+6)-((1/2)*(4*t-1))+4*(5*t+1) = 0

(3/4)*(t+6)+(-1/2)*(4*t-1)+4*(5*t+1) = 0

3/4*(t+6)-1/2*(4*t-1)+4*(5*t+1) = 0

3/4*(t+6)-1/2*(4*t-1)+4*(5*t+1) = 0

20*t-5/4*t+4+5 = 0

75/4*t+9 = 0

75/4*t+9 = 0

75/4*t+9 = 0 // - 9

75/4*t = -9 // : 75/4

t = -9/75/4

t = -12/25

t = -12/25

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