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Coach Kirby is forming dodgeball teams from students in her physical education class. She wants teams that each have 66 students. There are fewer than 4848 students in the class, so Coach Kirby can't form as many full teams as she wants.\newlineLet xx represent how many full teams Coach Kirby can form. Which inequality describes the problem?\newlineChoices:\newline(A) 6x < 48\newline(B) 6x > 48\newlineSolve the inequality. Then, complete the sentence to describe the solution.\newlineCoach Kirby can form fewer than ____ full teams.

Full solution

Q. Coach Kirby is forming dodgeball teams from students in her physical education class. She wants teams that each have 66 students. There are fewer than 4848 students in the class, so Coach Kirby can't form as many full teams as she wants.\newlineLet xx represent how many full teams Coach Kirby can form. Which inequality describes the problem?\newlineChoices:\newline(A) 6x<486x < 48\newline(B) 6x>486x > 48\newlineSolve the inequality. Then, complete the sentence to describe the solution.\newlineCoach Kirby can form fewer than ____ full teams.
  1. Define variable and inequality: Step 11: Define the variable and set up the inequality.\newlineSince each team has 66 students and there are fewer than 4848 students, we use the inequality 6x < 48, where xx is the number of full teams.
  2. Solve the inequality: Step 22: Solve the inequality.\newlineDivide both sides of the inequality 6x < 48 by 66 to isolate xx.\newlinex < \frac{48}{6}\newlinex < 8
  3. Interpret the solution: Step 33: Interpret the solution.\newlineCoach Kirby can form fewer than 88 full teams, since xx represents the number of full teams and x < 8.

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