Question

the mode of 5 numbers is 1, the median is 5 and the mean is 4 find the numbers

Answer 1

Answer:

Explanation:

We have five numbers, which I'll call

a,b,c,d,e.

The mode (meaning there is more of this number than of any other) of these five numbers is 1. This means we have at least two 1s.

The median (meaning the middle value) is 4. If we set

c

to be the middle value, we now know that

c=4

;a=b=1

;d,e>4

The mean (meaning the sum of the values divided by the count) is 5. We currently have:

5=1+1+4+d+e5

25=6+d+e

d+e=19

This means we can have values for

d and e :

⎛d e)

⎜5 14)

⎜6 13 )

⎜7 12)

⎜8 11 )

⎜9 10)

And so there are five potential answers, all dependent on the values of

d and e

Step-by-step explanation:

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