Question : The following table shows the percentage of students passing out of four colleges (A, B, C and D) over four years. Study the table and answer the question that follows.
In which college is the average percentage of passing students over the given four years the least?
Option 1: College D
Option 2: College C
Option 3: College B
Option 4: College A
Correct Answer: College A
Solution : Average percentage of student passing in college A over four years = $\frac{68+72+78+80}{4} = \frac{298}{4}$ Average percentage of student passing in college B over four years = $\frac{78+86+91+87}{4} = \frac{342}{4}$ Average percentage of student passing in college C over four years = $\frac{56+78+82+84}{4} = \frac{300}{4}$ Average percentage of student passing in college D over four years = $\frac{78+82+85+87}{4} = \frac{332}{4}$ The average percentage of passing students over the given four years is least in College A. Hence, the correct answer is College A.
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