Official Solution: Bunuel
A middle school recently conducted Math and English tests for the 80 students enrolled there. 20 percent of the students had a perfect score on the Math test, 30 percent of the students had a perfect score on the English test, and 10 percent of the students had a perfect score on both tests.
Select for
Perfect Score in only Math the number of students who had a perfect score only in the Math test and select for
Perfect Score in only English the number of students who had a perfect score only in the English test. Make only two selections, one in each column.
Students with a perfect score in Math = 20 percent of 80 = 16 students.
Students with a perfect score in English = 30 percent of 80 = 24 students.
Students with a perfect score in both = 10 percent of 80 = 8 students.
Therefore:
Students with a perfect score only in Math = Math - Both = 16 - 8 = 8 students.
Students with a perfect score only in English = English - Both = 24 - 8 = 16 students.
Correct answer: Perfect Score in only Math
"8"Perfect Score in only English
"16"