Mr. Mathes purchases 4 tickets for his family. Find the value of the expression when \( t=4 \). \( 8 t+2=8(\square)+2 \)

To find the value of the expression when \( t=4 \), we substitute \( t \) into the equation: \( 8t + 2 = 8(4) + 2 = 32 + 2 = 34 \). So, when Mr. Mathes purchases 4 tickets, the value of the expression is 34. Now you can imagine Mr. Mathes heading to the ticket booth with a spring in his step, excited about fun family outings while doing the math in his head (or perhaps using a calculator)! Always good to know how much fun costs! Fun fact: The expression \( 8t + 2 \) can represent any scenario involving purchasing. For example, if tickets were $8 each and there’s a flat $2 processing fee, you can easily adjust \( t \) to get a quick estimate of ticket costs for different family sizes!