quiz scores\nfrequency (number of students)\npoints\nwhich interval does the median test score fall within?

quiz scores\nfrequency (number of students)\npoints\nwhich interval does the median test score fall within?

quiz scores\nfrequency (number of students)\npoints\nwhich interval does the median test score fall within?

Answer

Explanation:

Step1: Calculate total number of students

$2 + 3+2 + 6+3 + 5=21$

Step2: Determine position of median

Since $n = 21$ (odd), the median is at the $\frac{n + 1}{2}=\frac{21+ 1}{2}=11$ - th position when data is arranged in ascending - order.

Step3: Find cumulative frequencies

For 40 - 49: cumulative frequency = 2; for 50 - 59: cumulative frequency = 2 + 3=5; for 60 - 69: cumulative frequency = 5+2 = 7; for 70 - 79: cumulative frequency = 7 + 6=13. The 11 - th value falls within the 70 - 79 interval.

Answer:

70 - 79