anonymous
  • anonymous
Which graphical display is best used to organize numerical data in ascending order? scatter plot line graph box-and-whisker plot stem-and-leaf plot What is the interquartile range of the box-and-whisker plot shown? 54 45 43 34
Mathematics
chestercat
  • chestercat
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anonymous
  • anonymous
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anonymous
  • anonymous
anonymous
  • anonymous
1. scatter plot but not 100% sure

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anonymous
  • anonymous
2. idk :(
anonymous
  • anonymous
okay:(
mathmate
  • mathmate
For the first part, it depends on the data, if both x and y are ascending, or x is ascending and y is not, etc. For B, the ends of the boxes are the quartiles (left=1st quartile), right(3rd quartile). Figure out the quartiles, and take the difference.
anonymous
  • anonymous
@math mate for number two i got 29 but its not a choice i dont think i fully understand
anonymous
  • anonymous
for a my assumption was scatter and chumpian agreed so i put that but i still dont get what you ment
anonymous
  • anonymous
mathmate
  • mathmate
For first part, you can plot any x-y scatter plot whether they are in ascending order or not. So order is not relevant. Line graph would require the x-coord. to be ordered, but makes sense only if the plot is some kind of a function and not random data. Box and whisker plot for a one dimensional data from which you need to sort and look for the quartiles, and extremes. Order is useful. Stem and leaf is also for one-dimensional data. Quesion is not clear as to the data is one- or two-dimensional, and the word "best" is not very mathematical, IMHO, so creates confusion. Glad you got the right answer. For part B, examine the box plot and identify the x-coordinates of the two ends of the box, and take the difference. Read very carefully, and if you don't get the right answer, post the two numbers you read!
anonymous
  • anonymous
difference 34?
anonymous
  • anonymous
mathmate
  • mathmate
can you post the two values, please?
anonymous
  • anonymous
32 66
mathmate
  • mathmate
Excellent, 34 is correct!
anonymous
  • anonymous
:0 thank you
mathmate
  • mathmate
You're welcome! :)

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