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80 r  6000. 80 r  6000. 6000 r  80. 6000 r  80. A. B. C. D. EXAMPLE 4. Standardized Test Practice.

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  1. 80r  6000 80r  6000 6000r  80 6000r  80 A B C D EXAMPLE 4 Standardized Test Practice A student pilot plans to spend 80 hours on flight training to earn a private license. The student has saved $6000 for training. Which inequality can you use to find the possible hourly rates rthat the student can afford to pay for training? SOLUTION The total cost of training can be at most the amount of money that the student has saved. Write a verbal model for the situation. Then write an inequality.

  2. 80 r 6000 ANSWER The correct answer is B. B C D A < – EXAMPLE 4 Standardized Test Practice

  3. EXAMPLE 5 Solve a real-world problem PILOTING In Example 4, what are the possible hourly rates that the student can afford to pay for training?

  4. 80 r ≤ 6000 80r 6000 ≤ 80 80 ANSWER The student can afford to pay at most $75 per hour for training. EXAMPLE 5 Solve a real-world problem SOLUTION Write inequality. Divide each side by 80. r ≤ 75 Simplify.

  5. ANSWER 90r  6300, r  $70/h for Examples 4 and 5 GUIDED PRACTICE 8.WHAT IF?In Example 5, suppose the student plans to spend 90 hours on flight training and has saved $6300. Write and solve an inequality to find the possible hourly rates that the student can afford to pay for training.

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