1. Draw a picture of the density curve with the mean labeled and shaded area representing the probability of a skate distance of 10 miles or more. Then, take a picture of your hand drawn sketch. 2....


1. Draw a picture of the density curve with the mean labeled and shaded area representing the probability of a skate distance of 10 miles or more. Then, take a picture of your hand drawn sketch.


2. Use the Standard Normal Table to calculate the probability that a randomly selected Sunday skate will have a distance of 10 miles or more. Show all calculations needed to find this probability.



3. Use the Standard Normal Table to calculate the probability that that a randomly selected Sunday skate will have a distance between 9.9 and 12.8 miles. Show all calculations needed to find this probability.



4. Draw a picture of the density curve with the mean labeled and shaded area representing the probability of a skate distance that is in the shortest 1.5% (bottom 1.5%) or longest 2.5% (top 2.5%). Then, take a picture of the sketch.


Summary statistics:<br>Column Mean Std. dev.<br>Distance<br>12.8<br>2.9<br>

Extracted text: Summary statistics: Column Mean Std. dev. Distance 12.8 2.9

Jun 02, 2022
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