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So in both lists the distribution of the numbers above and below the list’s average is exactly the same, meaning the standard deviation for each must be the same. Now let’s look at List B: the average is 15, and again there are two numbers 5 and 10 greater than the average (20 and 25), and two numbers 5 and 10 lower than the average (10 and 5).
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In List A, the average is 10 and you have two numbers that are 5 and 10 greater than the average (15 and 20), and two numbers 5 and 10 below it (5 and 0).
#Gre powerprep test 1 pdf how to#
So before we try to calculate the actual standard deviation for these two sets of numbers-which we’ll show you how to do below-let’s first consider the average of each and the distance of the other numbers in each set from that average. Standard deviation measures the degree to which values in a set differ from the mean (the set’s average). You do not actually have to find the standard deviation of Quantity A or Quantity B in this question you simply must understand the concept to compare the two sets of numbers. QA: Standard deviation of list A QB: Standard deviation of list B Statistics: Standard Deviation Answer: The two quantities are equal 1. Print view First unread post.Question 1 Test 1, Second QR Section (version 1) List A: 0, 5, 10, 15, 20. The download link p2 the old PowerPrep software is helpful, too–since the PowerPrep Online tests aren’t always functional.

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#Gre powerprep test 1 pdf software download#
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#Gre powerprep test 1 pdf pdf#
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