1/4(9t-9)=11/4(t)-t+9/8

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Solution for 1/4(9t-9)=11/4(t)-t+9/8 equation: 


t in (-oo:+oo)

(1/4)*(9*t-9) = (11/4)*t-t+9/8 // - (11/4)*t-t+9/8

(1/4)*(9*t-9)-((11/4)*t)+t-(9/8) = 0

(1/4)*(9*t-9)+(-11/4)*t+t-9/8 = 0

1/4*(9*t-9)+(-11*t)/4+t-9/8 = 0

(1/4*4*8*(9*t-9))/(4*8)+(-11*8*t)/(4*8)+(4*8*t)/(4*8)+(-9*4)/(4*8) = 0

1/4*4*8*(9*t-9)-11*8*t+4*8*t-9*4 = 0

32*t-16*t-72-36 = 0

16*t-72-36 = 0

16*t-108 = 0

(16*t-108)/(4*8) = 0

(16*t-108)/(4*8) = 0 // * 4*8

16*t-108 = 0

16*t-108 = 0 // + 108

16*t = 108 // : 16

t = 108/16

t = 27/4

t = 27/4

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