Common Core: High School - Statistics and Probability › Fitting Data Sets to Normal Distribution and Estimating Area Under the Curve: CCSS.Math.Content.HSS-ID.A.4
A student scores a on the Scholastic Assessment Test (SAT). A college admissions committee does not know how the exam is scored; however, they do know the scores of the exam form a normal distribution pattern. They also know the mean score and standard deviation of the population of students that took the test.
Using this information, determine whether or not the student scored well on the SAT.
Suppose that the population of a certain city is normally distributed with a mean of 10 million people and a standard deviation of 4 million people. What is the probability that the current population is between 8 million and 12 million people?
A social scientist performs an experiment testing the frequency and correlation of several demographics. She plots a histogram measuring income versus education level. She produces the following model:
Which of the following choices best describes this model?
A social scientist performs an experiment testing the frequency and correlation of several demographics. She plots a histogram measuring income versus education level. She produces the following model:
Which of the following choices best describes this model?
A student scores a on the Scholastic Assessment Test (SAT). A college admissions committee does not know how the exam is scored; however, they do know the scores of the exam form a normal distribution pattern. They also know the mean score and standard deviation of the population of students that took the test.
Using this information, determine whether or not the student scored well on the SAT.
A student scores a on the Scholastic Assessment Test (SAT). A college admissions committee does not know how the exam is scored; however, they do know the scores of the exam form a normal distribution pattern. They also know the mean score and standard deviation of the population of students that took the test.
Using this information, determine whether or not the student scored well on the SAT.
A student scores a on the Scholastic Assessment Test (SAT). A college admissions committee does not know how the exam is scored; however, they do know the scores of the exam form a normal distribution pattern. They also know the mean score and standard deviation of the population of students that took the test.
Using this information, determine whether or not the student scored well on the SAT.
A student scores a on the Scholastic Assessment Test (SAT). A college admissions committee does not know how the exam is scored; however, they do know the scores of the exam form a normal distribution pattern. They also know the mean score and standard deviation of the population of students that took the test.
Using this information, determine whether or not the student scored well on the SAT.
A student scores a on the Scholastic Assessment Test (SAT). A college admissions committee does not know how the exam is scored; however, they do know the scores of the exam form a normal distribution pattern. They also know the mean score and standard deviation of the population of students that took the test.
Using this information, determine whether or not the student scored well on the SAT.
A student scores a on the Scholastic Assessment Test (SAT). A college admissions committee does not know how the exam is scored; however, they do know the scores of the exam form a normal distribution pattern. They also know the mean score and standard deviation of the population of students that took the test.
Using this information, determine whether or not the student scored well on the SAT.