when finding the area of the distribution that is above or below a negative z score, you: simply look up the…

when finding the area of the distribution that is above or below a negative z score, you: simply look up the absolute value of the z score and then determine if you need to use the tail or body column of the table need a different z table with negative values in it question 14 0.73 pts what percentage of z scores are below a z score of -.50? (hint: draw a normal curve, locate -.50 on the curve, and determine if you should use the body or tail column of the unit normal table.) .6915 .3085

when finding the area of the distribution that is above or below a negative z score, you: simply look up the absolute value of the z score and then determine if you need to use the tail or body column of the table need a different z table with negative values in it question 14 0.73 pts what percentage of z scores are below a z score of -.50? (hint: draw a normal curve, locate -.50 on the curve, and determine if you should use the body or tail column of the unit normal table.) .6915 .3085

Answer

Brief Explanations:

The standard normal distribution (z - distribution) is symmetric about z = 0. For finding areas related to negative z - scores, we can use the absolute value of the z - score in the standard z - table (which usually gives values for non - negative z - scores). The body of the z - table gives the area from the left - hand tail up to a given z - score. For a z - score of - 0.50, we look up the value for |- 0.50| = 0.50 in the body of the z - table. The value corresponding to z = 0.50 in the body of the standard normal table is 0.6915, but this is the area to the left of z = 0.50. Since the distribution is symmetric, the area to the left of z=-0.50 is 1 - 0.6915=0.3085.

Answer:

For the first question: simply look up the absolute value of the z score and then determine if you need to use the tail or body column of the table For the second question: 0.3085