This interactive figure will help you to visualize how to turn raw scores into z-scores.[br][list][*]First enter a values for the Raw score between -8 and 8, and press enter.[br][/*][*]Next, enter a value for the mean between -5 and 5, and press enter.[br][/*][*]Finally, enter a value for the standard deviation between 0.25 and 3, and press enter. [br][/*][/list][br]You will then be prompted to "slide" the given distribution to a mean of 0. Once you have completed this correctly, you will then be prompted to squeeze the distribution so the standard deviation is 1.[br][br]This leads to the z-score formula [math]z=\frac{raw_{ }score-mean}{SD}[/math], where the difference of the raw score and the mean ("slide" to mean of zero) is divided ("squeezed") by the standard deviation.

[list][*]If the standard deviation is 3, what would you need to enter for a raw score and mean so the z-score is 2?[br][/*][*]If the raw score is 3, what would you need to enter for the standard deviation and mean so the z-score is 2?[br][/*][*]If the mean is 3, what would you need to enter for a raw score and standard deviation so the z-score is 2?[br][/*][*]If the z-score is 3, what would you need to enter for a raw score, mean, and standard deviation?[/*][/list]