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If 13% of a class cheats on an exam and there are 93 students in the class, how many students should you recommend be expelled (to the nearest whole student)?

a. 9

b. 10

c. 12

d. 15

User Gogagubi
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2 Answers

3 votes

Final answer:

Approximately 12 students from a class of 93 should be recommended for expulsion when 13% are caught cheating, after rounding 12.09 to the nearest whole number. The correct answer is c. 12.

Step-by-step explanation:

If 13% of a class of 93 students cheats on an exam, the calculation to find out how many students should be expelled is as follows:

Number of cheating students = 13% of 93 = 0.13 × 93= 12.09 students

Because we cannot expel a fraction of a student, we round to the nearest whole student. Hence, approximately 12 students should be recommended for expulsion.

Given the options a. 9, b. 10, c. 12, d. 15, the correct answer is c. 12.

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User Geckob
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2 votes
13% × 93 = 12 Students
User Votelessbubble
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