Sec 5.1 Identifying the Function – Linear, Quadratic, or Exponential Functions Name: GRAPHICAL EXAMPLES LINEAR FUNCTIONS QUADRATIC FUNCTIONS EXPONENTIAL FUNCTIONS Graphically identify which type of function model might best represent each scatter plot. each graph with its description. ______ I. An exponential function that is always increasing. a. ______ II. An exponential function that is always decreasing. b. ______ III. A quadratic function with a local maximum. c. ______ IV. A quadratic function with a local minimum. d. ______ V. A linear function that is always increasing. e. ______ VI. A linear function that is always decreasing. f. Which is the only type of function below that has an asymptote when graphed? Linear Function B. Quadratic Function C. Exponential Function Which is the only type of function below that could have a local maximum? Linear Function B. Quadratic Function C. Exponential Function Describe the end behavior of each of the function below. A. B. C. Name: Name: Name: As , As , As , f(x) g(x) h(x) x x x → → → → → → As , As , As , x f(x) x g(x) x h(x) → → → → → → Which is the only function that might have end behavior such that as approaches infinity, approaches 4? x f(x) Linear Function B. Quadratic Function C. Exponential Function Which is the only function below that might have end behavior such that:
Sec 5.1 – Identifying the Function Linear, Quadratic, or Exponential Functions Name: GRAPHICAL EXAMPLES LINEAR FUNCTIONS QUADRATIC FUNCTIONS EXPONENTIAL FUNCTIONS Graphically identify which type of function model might best represent each scatter plot. each graph with its description. ______ I. An exponential function that is always increasing. a. ______ II. An exponential function that is always decreasing. b. ______ III. A quadratic function with a local maximum. c. ______ IV. A quadratic function with a local minimum. d. ______ V. A linear function that is always increasing. e. ______ VI. A linear function that is always decreasing. f. Which is the only type of function below that has an asymptote when graphed? Linear Function B. Quadratic Function C. Exponential Function Which is the only type of function below that could have a local maximum? Linear Function B. Quadratic Function C. Exponential Function Describe the end behavior of each of the function below. A. B. C. Name: As x → , f(x) → As x → , f(x) → Name: As x → , g(x) → As x → , g(x) → Name: As x → , h(x) → As x → , h(x) → Which is the only function that might have end behavior such that as x approaches infinity, f(x) approaches 4? Linear Function B. Quadratic Function C. Exponential Function Which is the only function below that might have end behavior such that:
Section%205-01-Idntfy-Lnr-Qud-Expn.docx