Complete the table to relate the total cost to the number of shirts. Enter the correct answers in the boxes. \( \begin{array}{r}\text { Show } \\ \text { Hints } \\ \text { Shirts, } s \text { Cost, } C\end{array} \$ \$ \$ 16.25 \$ \$ 26.00 \$ \square \)

Let's break this down! Assuming the cost of shirts increases consistently, we can calculate the missing values by noticing the pattern. If we have a shirt costing $16.25, we can determine that for the next price, we can infer the cost per shirt based on increments. After finding that the jump from $16.25 to $26.00 is $9.75, presuming the shirts are sold at increasing intervals, we can guess that perhaps these increments are based on quantities or types. As a fun exercise, let’s say for 2 shirts the cost is \$16.25, and for 3 shirts, it's \$26.00. By following this reasoning, multiply the number of shirts accordingly! We find that the missing cost for 4 shirts, where each shirt costs around $9.75, would fill that gap. Keeping those patterns in mind, the final entry in the table would be \( \square = \$ 35.75 \) for four shirts!