1. Solve this problem, and show all of your work. Kenny is ordering uniforms for both the girls' and boys' tennis clubs. He is ordering shirts for 43 players and two coaches at a total cost of $658.35. Additionally, he is ordering visors for each player at a total cost of $368.51. How much will each player pay for the shirt and visor?

1. Calculate the total number of shirts needed:
There are 43 players and 2 coaches, so Kenny is ordering a total of 43 + 2 = 45 shirts.

2. Find the cost per shirt:
The total cost for shirts is \$658.35 for 45 shirts.

Therefore, the cost per shirt is:
\frac{\$658.35}{45} = \$14.63 per shirt.

3. Find the cost per visor:
The visors are only for the 43 players. The total cost for visors is \$368.51.

Therefore, the cost per visor is:
\frac{\$368.51}{43} = \$8.57 per visor.

4. Calculate the total cost per player:
Each player will pay for one shirt and one visor.
Total cost per player = cost per shirt + cost per visor
\$14.63 + \$8.57 = \$23.20

5. Conclude the total amount that each player will pay for the shirt and visor:
\$23.20