Statistics

posted by .

A student scored 81 percent on a test, and was in the 77th percentile. Explain these two numbers.

  • Statistics -

    The student got 81% of the points on a test, and that score was ≥ 77% of the other student's scores.

  • Statistics -

    A student scores 81 percent on a test, and was in the 77th percentile. Explain this two numbers.

Respond to this Question

First Name
School Subject
Your Answer

Similar Questions

  1. Statistics

    A student scored 70 percent on a test, and was in the 80th percentile. Explain these two numbers.
  2. Statistics

    A student scored 70 percent on a test, and was in the 80th percentile. Explain these two numbers.
  3. Algebra

    On a standardized test, the distribution of scores is normal, the mean of the scores is 75, and the standard deviation is 5.8. If a student scored 83, the student's score ranks 1. below the 75th percentile 2. above the 97th percentile …
  4. Statistics

    On a chemistry exam, Student A scored a 81 and Student B scored a 70. The mean for the class was 75 and the standard deviation was 3.8. What percentage of students scored in somewhere in between Student A and Student B?
  5. Statistics- Math

    One student scored 54 on a math test for which the mean score was 50.5 and the standard deviation was 3.2. Another student scored 80 on a chemistry test for which the mean score was 75.2 and the standard deviation was 5.2. Which student …
  6. statistics

    the correlation between two tests given to 100 students in the junior clas is .70 the mean for the first test was 125 with standard deviation 20 the mean of the second test is 80 with standard devation 10 a student took the first test …
  7. statistics

    A student scored 30 percent on a test, and was in the 24th percentile. Explain these two numbers! Please show work!
  8. Statistics

    If student A scored 42 on a test of reading and the test had a mean of 52 and a standard deviation of 8, what percentage of test respondents scored below student A?
  9. statistics

    If a distribution of test scores has μ = 65 with σ = 6, and you scored at the 89th percentile, what is your score?
  10. Statistics

    Two high school students took equivalent language tests, one in German and one in French. The student taking the German test, for which the mean was 66 and the standard deviation was 8, scored an 82, while the student taking the French …

More Similar Questions