The SAT's are designed to have a mean of (roughly) 500 for one section of the test, with a standard deviation of 100.
a.) Consider an SAT score of 610 on one section. How many standard deviations above the mean is a score of 610?
- Do some math! Your final answer should be a number!
b.) Now, consider an SAT score of 390 on one section. How many standard deviations below the mean is a score of 390?
- Do some math! Your final answer should be a number!
c.) Examine the math you did to answer questions (a) and (b). Your challenge is to consider your work in (a) and (b) and translate your ideas into a generic formula.
- Let "x" represent a data value (or the given SAT score, like 610 or 390).
- Let "x-bar" represent the mean
- Let "Sx" represent the standard deviation.
- Write an equation using these three variables to find "the number of standard deviations above or below the mean."
Weekend HW:
This weekend you have a chapter 5 take home quiz! This is a major quiz grade, so take your time and work diligently! This is like 3 vocab quizzes combined so be sure to use your notes and get an A!
The quiz is uploaded under our classroom resources link if you lost your copy!
The quiz is uploaded under our classroom resources link if you lost your copy!
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