1 / 12

AP Statistics

AP Statistics . Chapter 5 Review. Question #1. r = 0.40 r = 0.90 r= 1.00 r = -0.10 r = -0.85. Question #2. r = 0.40 r = 0.90 r= 1.00 r = -0.10 r = -0.85. Question #3. r = 0.40 r = 0.90 r= 1.00 r = -0.10 r = -0.85. Question #4. r = 0.40 r = 0.90 r= 1.00 r = -0.10 r = -0.85.

teleri
Download Presentation

AP Statistics

An Image/Link below is provided (as is) to download presentation Download Policy: Content on the Website is provided to you AS IS for your information and personal use and may not be sold / licensed / shared on other websites without getting consent from its author. Content is provided to you AS IS for your information and personal use only. Download presentation by click this link. While downloading, if for some reason you are not able to download a presentation, the publisher may have deleted the file from their server. During download, if you can't get a presentation, the file might be deleted by the publisher.

E N D

Presentation Transcript


  1. AP Statistics Chapter 5 Review

  2. Question #1 • r = 0.40 • r = 0.90 • r= 1.00 • r = -0.10 • r = -0.85

  3. Question #2 • r = 0.40 • r = 0.90 • r= 1.00 • r = -0.10 • r = -0.85

  4. Question #3 • r = 0.40 • r = 0.90 • r= 1.00 • r = -0.10 • r = -0.85

  5. Question #4 • r = 0.40 • r = 0.90 • r= 1.00 • r = -0.10 • r = -0.85

  6. Question #5 • r = 0.40 • r = 0.90 • r= 1.00 • r = -0.10 • r = -0.85

  7. Question #6 Is the statement true or false? If false explain what is wrong with the statement. • The correlation between eye color and weight is very strong with r = 0.95. • If r = 1 then the scatterplot will consist of points that all lie on the same line. • If the correlation coefficient for x and y is very small then we may say that there is no cause and effect relationship between x and y.

  8. Question #7 Suppose the LSRL for hours of sleep the night before the ACT and score on the ACT is given by (Score) = 19.55 + 0.4558(Hours of sleep) If Joy had 7 hours of sleep the night before she took the ACT and her residual is 2, then her ACT score was ___________.

  9. Question #8 Which of the following would you expect to have r<0? • x = Height of student, y = weight of student • x = Temperature of the day, y= number of people wearing coats • x = time to swim 1 mile, y = time to swim 200 feet

  10. Question #9 Given the following values for x and y. The graph of the LSRL must pass through which point.

  11. Question #10 A statistician conducts a study on x = height and y = shoe size and find that the equation of the LSRL is (Shoe size) = -5.6 + (1/5)(height) and r = 0.85. If the roles of x and y are reversed and a new equation is calculated in the form (Height) = a + b(shoe size) what are the new values of b and r?

  12. Question #11 See Fathom…..

More Related