3) Assume that SAT scores are normally distributed (bell-shaped) with a mean of 1300 and standard In order to score among the highest 20%, what must Lights Out Larry score on the SAT? C. deviation of...

Extracted text: 3) Assume that SAT scores are normally distributed (bell-shaped) with a mean of 1300 and standard In order to score among the highest 20%, what must Lights Out Larry score on the SAT? C. deviation of 225. Also, assume that ACT scores are normally distributed (bell-shaped) with a mean of 18 and standard deviation of 3. a. Sketch and label bell-shaped distributions for the SAT and the ACT scores. (Use technology to create the distributions, then copy and paste them here. Or if you handdraw them, make sure they are drawn to scale). d. Suzy wants to follow Larry and attend the same university. In order to do this, she will need to earn an academic scholarship. To be illegible for such a scholarship, she must score at least 25 on the ACT. By the deadline, Suzy will only have taken only the SAT. What score must she have on the SAT in order to argue that she should qualify for the scholarships? Explain your answer. b. Lights Out Larry hopes to attend a small private university in Northeast Florida. This school requires a score of 18 or higher on the ACT. What percent of all students taking the ACT would meet this minimum requirement for acceptance at this small private university in Northeast Florida? English (United States) Focus