WILL MEDAL + FAN!!!!

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

Question

WILL MEDAL + FAN!!!!

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

camerondoherty · Answer

bruh.

anonymous · Answer

the range is the highest value minus the lowest value. So in this case you would do 20-10 and the range is 10

anonymous · Answer

Well, how do you remember how to find the range???

anonymous · Answer

I honestly do not know how to figure this :/ my school's curriculum doesn't explain it well

anonymous · Answer

my school's curriculum doesn't explain it well either

anonymous · Answer

Okay, to find the range, you subtract the lowest amount from the highest amount

anonymous · Answer

find the range

anonymous · Answer

I have never been able to solve problems like that

anonymous · Answer

The highest amount in the box is ___ and the lowest is ______
Now subtract

anonymous · Answer

is it 12? or 10

anonymous · Answer

Where is the dot closest to the left, but still in/on the box???

thesmartone · Answer

The link doesn't even work -_-

anonymous · Answer

Im quite sure it would be 10. the graph is going by twos so I assume the lowest value is 10 and the highest is 20

anonymous · Answer

so it should be 10 then?

anonymous · Answer

Im pretty sure, yes

anonymous · Answer

I think it is 12 because it tells us that the box and whisker points are the results

anonymous · Answer

10 is not in/on the box

camerondoherty · Answer

Ok, let me explain
There is a box plot. It goes in intervals in 2.
Instantly you should be able to identify that the first interval is 10.
You find a range by subtracting the maximum from the minimum in the set of numbers.
The maximum is 20, the minimum is 10.
So you would set up your problem as $$20-10$$You solve that, and you get your solution, easy as that.
c:

anonymous · Answer

I personally think the answer is 18 - 12 but you go with your gut on this one :)

anonymous · Answer

I have no idea what I should choose...

anonymous · Answer

I'll fan everyone who answered but idk who to give the medal to

thesmartone · Answer

Give it to Cam

thesmartone · Answer

:P

thesmartone · Answer

She is the only one who explained it :D

thesmartone · Answer

And all I see is link a link that doesn't work..

camerondoherty · Answer

Why would you chose any other method
I showed you exactly how to do it...

thesmartone · Answer

http://prntscr.com/5da3ob And the question is pretty huge because of that link lol

anonymous · Answer

I explained it...

anonymous · Answer

We just came up with two different answers...

camerondoherty · Answer

Smarty, this is the question... http://prntscr.com/5da3zr

anonymous · Answer

sorry @kmac416 I'd give you a medal if I could but i just don't know

thesmartone · Answer

lol Thanks Cammy :P

anonymous · Answer

It is totally fine!

camerondoherty · Answer

@kmac416 the points on the end of the line extending from the box are the minimums and the maximums

camerondoherty · Answer

To find the range, you subtract the maximum from the minimum and get the solution

anonymous · Answer

Then what is the point of the box? they told us that the box and the points are the results...

anonymous · Answer

neither 10 or 20 is inside the box

camerondoherty · Answer

The box contains other points...

anonymous · Answer

Yeah, 12 16 and 18 which you could use to find the mean median mode and range

camerondoherty · Answer

attachment

anonymous · Answer

but the range isn't in the box. Its supposed to be the maximum value minus the minimum value, not the values in the box

anonymous · Answer

Okay, Okay! I was just trying to help! I guess I was wrong but I tried to help so..... :)

camerondoherty · Answer

Ik @kmac416 srry if I sounded a bit harsh, I didn't mean to cx

anonymous · Answer

same here. and heres a website you can look at and see if it helps any. It shows how to get the range and interquartile range http://www.google.com/url?sa=i&rct=j&q=&esrc=s&source=images&cd=&cad=rja&uact=8&ved=0CAcQjRw&url=http%3A%2F%2Fcribbd.com%2Fquestion%2Fhow-do-i-make-a-box-and-whisker-plot&ei=Wt6AVOrKCoSSyQSQ4oD4BQ&bvm=bv.80642063,d.aWw&psig=AFQjCNG0wM4TvSp5Gq7Ro1emli5FiIMg3Q&ust=1417818022784842