Find all values of t such that 6t - 2/3 + t/5 = 8 + (2 - t)/3
If you find more than one answer, enter every answer you find as list separated by commas.
+239 \(6t-\frac{2}{3}+\frac{t}{5}=\frac{8+\left(2-t\right)}{3}\)
\(6t\cdot \:15-\frac{2}{3}\cdot \:15+\frac{t}{5}\cdot \:15=\frac{8+2-t}{3}\cdot \:15\)
\(93t-10=5\left(-t+10\right)\)
\(93t-10=-5t+50\)
\(93t-10+10=-5t+50+10\)
\(93t=-5t+60\)
\(93t+5t=-5t+60+5t\)
\(98t=60\)
\(\frac{98t}{98}=\frac{60}{98}\)
\(t=\frac{30}{49}\)
