The only possible scores on an exam are the 16 integers from 0 to 15 . The most frequent score earned by the 100 students who took the exam was 0 (a score achieved by $$\(k\)$$ students). If no other score was earned as frequently, what is the least possible value of $$\(k\)$$ ?

A.
\(\leq 10\)
B.
\(> 10 \& \leq 20\)
C.
\(> 20 \& \leq 30\)
D.
\(> 30\)
Mathematics
Competition
Math League
Exam No:2020 First Round Grades 8-9 Year:2020 Question No:28

Answer:

A

Knowledge points:

G8-9 - Combinatorics - Fundamental Counting Principle

Solution:

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