Question

what number could be included in the data set 9,12,17,15,13 so the MEDIAN of the numbers in the set results in 14?

Answer 1

Answer:

15

Step-by-step explanation:

Let the added number be x

Data set is

9,12,17,15,13

After adding x data set will be,

x,9,12,17,15,13

Number of digits=6

6 is an even number

Arrange the following number in ascendig order

9,12,13,x,15,17

Hence, the median will be=[(n/2)+(n/2

+1)]÷2

Hence, the median will be=[(6/2) th term+(n/2

+1) th term]÷2

Hence, the median will be= (3 th term +4 th term)÷2

=

$\frac{13+x}{2}$=14

13+x=14×2

13+x=28

x=28-13

x=15

Hence, the added number is 15.

Answer 2

Your answer is 12,17,15,13 if you take out the 9 your median will be 14.

~*"AUBA14"*~