100/p
Responses
The coach received 100 tokens for the amusement park rides. If there are p players on the team, each player will receive 100p tokens.
The coach received 100 tokens for the amusement park rides. If there are p players on the team, each player will receive 100 over p tokens.
One hundred more players signed up for soccer than the league had planned for. The league had p uniforms in stock. The number of uniforms the league needs to buy to make up the difference is 100p.
One hundred more players signed up for soccer than the league had planned for. The league had p uniforms in stock. The number of uniforms the league needs to buy to make up the difference is 100 over p .
After the league had supplied each player with a uniform, there were 100 uniforms left over. If there are p players in the league, 100p is the number of uniforms the league had originally.
After the league had supplied each player with a uniform, there were 100 uniforms left over. If there are p players in the league, 100 over p is the number of uniforms the league had originally.
Each player in the league was given 100 tickets to sell. If there are p players in the league, the total number of tickets to sell is 100p
Each player in the league was given 100 tickets to sell. If there are p players in the league, the total number of tickets to sell is 100 over p
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The statement modeled by the expression \( \frac{100}{p} \) is:
The coach received 100 tokens for the amusement park rides. If there are \( p \) players on the team, each player will receive \(\frac{100}{p}\) tokens.
This is because the expression \(\frac{100}{p}\) represents the total number of tokens (100) divided by the number of players (p), giving the number of tokens each player would receive.
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