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It takes at least 99 players to form a baseball team. So far, 55 players have joined the Blue Jays baseball team.\newlineLet xx represent how many more players need to join. Which inequality describes the problem?\newlineChoices:\newline(A) 5+x95 + x \geq 9\newline(B) 5 + x > 9\newlineSolve the inequality. Then, complete the sentence to describe the solution.\newlineAt least ____ more players need to join.

Full solution

Q. It takes at least 99 players to form a baseball team. So far, 55 players have joined the Blue Jays baseball team.\newlineLet xx represent how many more players need to join. Which inequality describes the problem?\newlineChoices:\newline(A) 5+x95 + x \geq 9\newline(B) 5+x>95 + x > 9\newlineSolve the inequality. Then, complete the sentence to describe the solution.\newlineAt least ____ more players need to join.
  1. Define Problem: First, let's define the problem: We need at least 99 players to form a team, and there are already 55 players. We need to find out how many more players are required, so we set up the inequality with xx representing the additional players needed.
  2. Solve Inequality: Next, solve the inequality for xx. Subtract 55 from both sides to isolate xx:5+x5955 + x - 5 \geq 9 - 5x4x \geq 4
  3. Check Solution: Now, let's check if the solution makes sense. If 44 more players join, there will be 5+4=95 + 4 = 9 players, which meets the requirement of at least 99 players.

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