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5.11: Effects of Linear Transformations
https://stats.libretexts.org/Courses/Cerritos_College/Introduction_to_Statistics_with_R/05%3A_Summarizing_Data_With_Numbers/5.11%3A_Effects_of_Linear_Transformations
The formula for the standard deviation is just as simple: the standard deviation in degrees Centigrade is equal to the standard deviation in degrees Fahrenheit times $0.556$ . To sum up, if a variabl...The formula for the standard deviation is just as simple: the standard deviation in degrees Centigrade is equal to the standard deviation in degrees Fahrenheit times $0.556$ . To sum up, if a variable $X$ has a mean of $\mu$ , a standard deviation of $\sigma$ , and a variance of $\sigma ^2$ , then a new variable $Y$ created using the linear transformation
3.17: Effects of Linear Transformations
https://stats.libretexts.org/Courses/Luther_College/Psyc_350%3ABehavioral_Statistics_(Toussaint)/03%3A_Summarizing_Distributions/3.17%3A_Effects_of_Linear_Transformations
The formula for the standard deviation is just as simple: the standard deviation in degrees Centigrade is equal to the standard deviation in degrees Fahrenheit times $0.556$ . To sum up, if a variabl...The formula for the standard deviation is just as simple: the standard deviation in degrees Centigrade is equal to the standard deviation in degrees Fahrenheit times $0.556$ . To sum up, if a variable $X$ has a mean of $\mu$ , a standard deviation of $\sigma$ , and a variance of $\sigma ^2$ , then a new variable $Y$ created using the linear transformation

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