(3/4)t+(1/8)=(3/4)(t+8)

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Solution for (3/4)t+(1/8)=(3/4)(t+8) equation: 


t in (-oo:+oo)

(3/4)*t+1/8 = (3/4)*(t+8) // - (3/4)*(t+8)

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

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

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

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

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

4-192 = 0

-188 = 0

-188/(4*8) = 0

-188/(4*8) = 0 // * 4*8

-188 = 0

t belongs to the empty set

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