3/8(t-1)=-2/3t+1/2t-2

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Solution for 3/8(t-1)=-2/3t+1/2t-2 equation: 


t in (-oo:+oo)

(3/8)*(t-1) = (-2/3)*t+(1/2)*t-2 // - (-2/3)*t+(1/2)*t-2

(3/8)*(t-1)-((-2/3)*t)-((1/2)*t)+2 = 0

(3/8)*(t-1)+(2/3)*t+(-1/2)*t+2 = 0

3/8*(t-1)+(2*t)/3-t/2+2 = 0

(3/8*2*3*(t-1))/(2*3)+(2*2*t)/(2*3)+(3*(-t))/(2*3)+(3*2^2)/(2*3) = 0

3/8*2*3*(t-1)+2*2*t+3*(-t)+3*2^2 = 0

25/4*t-3*t-9/4+12 = 0

13/4*t-9/4+12 = 0

13/4*t+39/4 = 0

(13/4*t+39/4)/(2*3) = 0

(13/4*t+39/4)/(2*3) = 0 // * 2*3

13/4*t+39/4 = 0

13/4*t+39/4 = 0 // - 39/4

13/4*t = -39/4 // : 13/4

t = -39/4/13/4

t = -3

t = -3

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