Question

The data shown are hourly wages of some employees of a small company.

$5, $7, $8, $10, $24, $40

Which values, if any, are outliers?

A.
$5 only

B.
$40 only

C.
both $5 and $40

D.
none


B? @iGreen

Answer 1

@PizzaLover123 Do you know what an Outlier is??

Answer 2

First we calculate the IQR.

IQR = Q3 - Q1

Q3 = 24
Q1 = 7

24 - 7 = ?

Answer 3

@KendrickLamar2014 Yes...
An Outlier is a value that is unusually small or large compared with the rest of the data

Answer 4

@iGreen 17

Answer 5

@KendrickLamar2014 I said B..

Answer 6

Err..

Answer 7

Im 100% sure its not B @PizzaLover123

Answer 8

Mk.

Answer 9

http://openstudy.com/study#/updates/5368263ae4b080dd55426a71

Answer 10

Honestly I dont see how its none.@KendrickLamar2014

Answer 11

I do..

Answer 12

@KendrickLamar2014 Then is the supposent definition of "Outlier" crap?

Answer 13

I have no idea why it's 'none', but it is..

Answer 14

yah ^

Answer 15

Ikr @iGreen

Answer 16

I try plugging it into the outlier formula..and it says anything under than like 93.5 is an outlier..

Answer 17

Everything is under 93.5 ._.

Answer 18

Yup, so that makes the answer None

Answer 19

Everything under Q1 - 1.5 * IQR

7 - 1.5 * 17

5.5 * 17

93.5

Answer 20

IKR Like I'm just screwed the definition legit says the small or randomly large number 40 IS RANDOM?!!

Answer 21

This is a stupid question -.-

Answer 22

~FacePalm~

Answer 23

\[:(\]

Answer 24

@KendrickLamar2014 Needs an badge ;p

Answer 25

I'll give one. Hold on.

Answer 26

I can give 2

Answer 27

You can give 2 medals @iGreen

Answer 28

Yeah, I just gave one to @PizzaLover123 and you

Answer 29

\[How?\]

Answer 30

-Make sure you haven't given any medals yet
-Open the same post in a new tab
-Click 'Best Response'. on two different people's replies

-It only works for different people, it doesn't let you give 2 medals to the same person.

Answer 31

Oh, and you can give it to more than 2 different people too, you just have to open up more tabs

Answer 32

I got 40% unmastered 2/5

Answer 33

oh wow I didnt know that

Answer 34

State whether each extreme in the data set is an outlier.


A.
The lower extreme is an outlier, but the upper extreme is not.

B.
The upper extreme is an outlier, but the lower extreme is not.

C.
Both extremes are outliers.

D.
Neither extreme is an outlier

http://static.k12.com/calms_media/media/1417500_1418000/1417706/1/01c9ab1dfeb790b5d19c5d5168a291a49e5d3fa5/FGA_130917_261029.jpg

was a not d and some other 2 but idc i got 2 times to retake it.