Sarabeth used a box-and-whisker plot to summarize her race times in minutes. She didn't include her latest race time of 38 minutes. How will the inclusion of this new time affect the box-and-whisker plot? A) The range will increase. B) The median will increase. C) The lower quartile will increase. D) The upper quartile will increase.

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Sarabeth used a box-and-whisker plot to summarize her race times in minutes. She didn't include her latest race time of 38 minutes. How will the inclusion of this new time affect the box-and-whisker plot? A) The range will increase. B) The median will increase. C) The lower quartile will increase. D) The upper quartile will increase.

Mathematics
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Race times 29 31 31 34 35 37 40 42 45 @Kash_TheSmartGuy
Can you figure this one out on your one, I will guide you!

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I'll help you out, okay?
First, divide the data into two halves by getting the middle number. So, what is the middle number?
i want too say 35 or 37 is the middle number
You're right, 35 is the middle number. Now, we have divided our piece of data into two pieces. Now divide the upper part of the data into two pieces. If there are two middle numbers, find the mean for both of them.
You okay with that?
im trying to figure out what the upper part of data would be
|dw:1432871849100:dw|
Remember, if there are two middle numbers, you have to find the mean of the two numbers.
Never mind, I will just give you the direct answer, it's D. @rissyroo118
its "the median will increase" B)

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