Question

a baseball player averages 2 hits per game. the player already has 18 hits this season. another player has 22 hits so far this season and averages 1 hit per game. after how many games will both players have the same number of hits? let g represent the number of games. select the correct values to write an equation to represent the situation. first player select choice + select choice g = second player select choice + select choice g part b solve the equation. after how many games will both players have the same number of hits? ___ games

Explanation:

Step1: Define Variables and Equations

Let the first player (2 hits per game, 18 hits already) have hits \( 18 + 2g \). The second player (1 hit per game, 22 hits already) has hits \( 22 + 1g \). Set equal: \( 18 + 2g = 22 + g \).

Step2: Solve for \( g \)

Subtract \( g \) from both sides: \( 18 + g = 22 \). Subtract 18: \( g = 4 \).

Answer:

4