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Extra resources for Glencoe Advanced Mathematical Concepts: Precalculus with Applications
38) correlation coefficient (p. 40) goodness of fit (p. 40) model (p. 27) Pearson-product moment correlation (p. 40) prediction equation (p. 38) regression line (p. 40) scatter plot (p. 38) UNDERSTANDING AND USING THE VOCABULARY Choose the letter of the term that best matches each statement or phrase. 1. for the function f, a value of x for which f(x) ϭ 0 a. function 2. a pairing of elements of one set with elements of a second set b. parallel lines 3. has the form Ax ϩ By ϩ C ϭ 0, where A is positive and A and B are not both zero c.
Then write and graph a function for the situation. 10. Consumerism Guillermo Lujan is flying from Denver to Dallas for a convention. He can park his car in the Denver airport long-term parking lot at the terminal or in the shuttle parking facility closeby. 00 per day. 00 for each day or part of a day. Which parking lot is less expensive if Mr. Lujan returns after 2 days and 3 hours? E XERCISES Practice Graph each function. Ά2x Ϫ 1 if x Ն 0 A 11. f(x) ϭ 2x ϩ 1 if x Ͻ 0 12. g(x) ϭx Ϫ 5 B 13. h(x) ϭ ͠x͡ ϩ 2 14.
When using these methods, the best fit-line is often called a regression line. l Wor ea Ap on ld R Example p li c a ti 2 NUTRITION The table contains the fat grams and Calories in various fast-food chicken sandwiches. a. Use a graphing calculator to find the equation of the regression line and the Pearson productmoment correlation. b. Use the equation to predict the number of Calories in a chicken sandwich that has 20 grams of fat. 40 Chapter 1 Linear Relations and Functions Chicken Sandwich (cooking method) A (breaded) B (grilled) C (chicken salad) D (broiled) E (breaded) F (grilled) G (breaded) H (chicken salad) I (breaded) J (breaded) K (grilled) Fat (grams) Calories 28 20 33 29 43 12 9 5 26 18 8 536 430 680 550 710 390 300 320 530 440 310 Graphing Calculator Appendix For keystroke instruction on how to enter data, draw a scatter plot, and find a regression equation, see pages A22-A25.