3/4(24-20)+9t=2(5t+1)

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Solution for 3/4(24-20)+9t=2(5t+1) equation: 


t in (-oo:+oo)

9*t+(3/4)*(24-20) = 2*(5*t+1) // - 2*(5*t+1)

9*t-(2*(5*t+1))+(3/4)*(24-20) = 0

9*t-2*(5*t+1)+(3/4)*(24-20) = 0

9*t-2*(5*t+1)+3 = 0

9*t-2*(5*t+1)+3 = 0

3-t-2 = 0

1-t = 0

1-t = 0

1-t = 0 // - 1

-t = -1 // * -1

t = 1

t = 1

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