A student completes 18 problems per day for 5 days. If the assignment requires 90 problems, what percent is completed?

Master the NLN PAX Mathematics 1 Exam with our comprehensive study guide and quizzes. Test your knowledge with multiple choice questions tailored for the PAX Math exam, featuring detailed explanations and tips to enhance your preparation and increase your chances of success.

Multiple Choice

A student completes 18 problems per day for 5 days. If the assignment requires 90 problems, what percent is completed?

Explanation:
Percent completed is found by dividing the amount finished by the total amount assigned, then multiplying by 100 to convert to a percent. Here, 18 problems per day for 5 days gives 18 × 5 = 90 problems finished. The assignment requires 90 problems, so the fraction completed is 90/90 = 1, which is 100%. Therefore, the entire assignment is completed. Other options would imply fewer or more problems than the assignment: 75% would be 0.75 × 90 = 67.5 problems, 50% would be 45 problems, and 125% would be 112.5 problems, none of which match the actual 90.

Percent completed is found by dividing the amount finished by the total amount assigned, then multiplying by 100 to convert to a percent. Here, 18 problems per day for 5 days gives 18 × 5 = 90 problems finished. The assignment requires 90 problems, so the fraction completed is 90/90 = 1, which is 100%. Therefore, the entire assignment is completed.

Other options would imply fewer or more problems than the assignment: 75% would be 0.75 × 90 = 67.5 problems, 50% would be 45 problems, and 125% would be 112.5 problems, none of which match the actual 90.

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