It takes at least 9 players to form a baseball team. So far, 5 players have joined the Blue Jays baseball team. Let x represent how many more players need to join. Which inequality describes the problem? Choices: (A)5 + x 9 (B)5 + x ≥ 9 Solve the inequality. Then, complete the sentence to describe the solution. At least ____ more players need to join.

Question

It takes at least 9 players to form a baseball team. So far, 5 players have joined the Blue Jays baseball team. Let x represent how many more players need to join. Which inequality describes the problem?   Choices: (A)5 + x > 9 (B)5 + x ≥ 9    Solve the inequality. Then, complete the sentence to describe the solution. At least ____ more players need to join.

Bytelearn · Accepted Answer

Understand problem, set up inequality:  Step 1: Understand the problem and set up the inequality. We know 5 players have already joined, and it takes at least 9 players to form a team. Let x be the number of additional players needed. The inequality should express that the total number of players (5 already joined plus x more) must be at least 9. Mathematically, this is written as 5 + x ≥ 9. Solve the inequality:  Step 2: Solve the inequality. Starting with 5 + x ≥ 9, subtract 5 from both sides to isolate x. 5 + x - 5 ≥ 9 - 5 x ≥ 4 Interpret the solution:  Step 3: Interpret the solution. The solution x ≥ 4 means at least 4 more players need to join the team to meet or exceed the minimum requirement of 9 players.

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