-1/2(t-9)-53/4-t=3/8t

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Solution for -1/2(t-9)-53/4-t=3/8t equation: 


t in (-oo:+oo)

(-1/2)*(t-9)-t-(53/4) = (3/8)*t // - (3/8)*t

(-1/2)*(t-9)-t-((3/8)*t)-(53/4) = 0

(-1/2)*(t-9)-t+(-3/8)*t-53/4 = 0

(-3*t)/8-1/2*(t-9)-t-53/4 = 0

(-1/2*4*8*(t-9))/(4*8)+(4*8*(-t))/(4*8)+(-3*4*t)/(4*8)+(-53*8)/(4*8) = 0

4*8*(-t)-1/2*4*8*(t-9)-3*4*t-53*8 = 0

144-48*t-12*t-424 = 0

144-60*t-424 = 0

-60*t-280 = 0

(-60*t-280)/(4*8) = 0

(-60*t-280)/(4*8) = 0 // * 4*8

-60*t-280 = 0

-60*t-280 = 0 // + 280

-60*t = 280 // : -60

t = 280/(-60)

t = -14/3

t = -14/3

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