Calculate the sum of highest and lowest possible medians of six positive integers fi it is given that the average of the integers is 45 and the median of the three largest is 55.
Answers
Answered by
0
Answer:
56
Step-by-step explanation:
six positive integers
the average of the integers is 45
Sum of Integers = 6 * 45 = 270
Median would be ( 3rd + 4th)/2
Let say six integers are
a b c d e f in ascending order
median of the three largest is 55.
=> e = 55
so Largest possible values & c & d can be 55
highest possible Median = 55
Smallest possible Median = 1 as positive integers
the sum of highest and lowest possible medians = 1 + 55 = 56
Similar questions