10-t+2/3t+1-1/4t=1/4+1/8+10

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Solution for 10-t+2/3t+1-1/4t=1/4+1/8+10 equation: 


t in (-oo:+oo)

(2/3)*t-t-((1/4)*t)+1+10 = 1/4+1/8+10 // - 1/4+1/8+10

(2/3)*t-t-((1/4)*t)-(1/4)-(1/8)-10+1+10 = 0

(2/3)*t-t+(-1/4)*t-1/4-1/8-10+1+10 = 0

5/8-7/12*t = 0 // - 5/8

-7/12*t = -5/8 // : -7/12

t = -5/8/(-7/12)

t = 15/14

t = 15/14

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