The following 11 questions (061 to 071) are based on the following summarized research: you will need your z-tables from Howell to complete many of these questions) A psychologist studied self-esteem scores and found the data set to be normally distributed with a mean of 60 and a standard deviation of 5. Part A* *What raw score cuts off the bottom 33% of this distribution? Steps: Q61: What is the z-score that cuts off the bottom 33% of this distribution? Q62: What is the raw score that cuts off the bottom 33% of this distribution? Part B**What percentage of the scores is between 65 and 70? Steps: Q63: What is the z-score that corresponds to the raw score of 65? Q64: What is the z-score that corresponds to the raw score of 70? Q65: What percentage of the scores is between 65 and 70? Part C:* *A raw score of 57.5 is associated with what percentile? Steps: Q66: What is the z-score associated with a raw score of 57.5? Q67: A raw score of 57.5 is associated with what percentile? Part D:* *What raw scores mark the middle 95% of this distribution? Steps: Q68: What are the z-scores that mark the middle 95% of this distribution? Q69: What is the raw score below the mean? Q70: What is the raw score above the mean? Part E: * * What is the median of this distribution? Q71: What is the median of this distribution