What is the answer for 210t-68 equals 56t plus 1164?

To solve the equation ( 210t - 68 = 56t + 1164 ), first, move all terms involving ( t ) to one side and constant terms to the other side. Subtract ( 56t ) from both sides to get ( 210t - 56t - 68 = 1164 ), which simplifies to ( 154t - 68 = 1164 ). Next, add 68 to both sides to find ( 154t = 1232 ). Finally, divide by 154 to get ( t = \frac{1232}{154} ), which simplifies to ( t = 8 ).