Problem 1SP: Skill Practice Graph the functions and determine the domain and range. g(x)=x+3 Problem 2SP: Skill Practice Graph the functions and determine the domain and range. f(x)=x31 Problem 3SP: Skill Practice Graph the function and give the domain and range. h(x)=x Problem 4SP: Skill Practice Evaluate the function for the given values of x. g(x)={x4ifx1xif1x35ifx3 g(2) Problem 5SP: Skill Practice Evaluate the function for the given values of x. g(x)={x4ifx1xif1x35ifx3 g(4) Problem 6SP: Skill Practice Evaluate the function for the given values of x. g(x)={x4ifx1xif1x35ifx3 g(0.5) Problem 7SP: Skill Practice Evaluate the function for the given values of x. g(x)={x4ifx1xif1x35ifx3 g(1) Problem 8SP: Skill Practice Evaluate the function for the given values of x. g(x)={x4ifx1xif1x35ifx3 g(3) Problem 9SP: Skill Practice Graph the function defined by f(x)={x+1forx0xforx0 Problem 1PE: For Exercises 1-6, match the function with its graph. f(x)=x Problem 2PE: For Exercises 1-6, match the function with its graph. f(x)=x2 Problem 3PE: For Exercises 1-6, match the function with its graph. f(x)=x3 Problem 4PE: For Exercises 1-6, match the function with its graph. f(x)=x Problem 5PE: For Exercises 1-6, match the function with its graph. f(x)=x Problem 6PE: For Exercises 1-6, match the function with its graph. f(x)=1x Problem 7PE: Explain how the graph of g(x)=(x+2)28 is related to the graph of y=x2. Problem 8PE: Explain how the graph of h(x)=(x3)2+5 is related to the graph of y=x2. Problem 9PE: For Exercises 9-29, graph the function. Also determine the domain and range. (See Examples 1-2.)... Problem 10PE: For Exercises 9-29, graph the function. Also determine the domain and range. (See Examples 1-2.)... Problem 11PE: For Exercises 9-29, graph the function. Also determine the domain and range. (See Examples 1-2.)... Problem 12PE: For Exercises 9-29, graph the function. Also determine the domain and range. (See Examples 1-2.)... Problem 13PE: For Exercises 9-29, graph the function. Also determine the domain and range. (See Examples 1-2.)... Problem 14PE: For Exercises 9-29, graph the function. Also determine the domain and range. (See Examples 1-2.)... Problem 15PE: For Exercises 9-29, graph the function. Also determine the domain and range. (See Examples 1-2.)... Problem 16PE: For Exercises 9-29, graph the function. Also determine the domain and range. (See Examples 1-2.)... Problem 17PE: For Exercises 9-29, graph the function. Also determine the domain and range. (See Examples 1-2.)... Problem 18PE: For Exercises 9-29, graph the function. Also determine the domain and range. (See Examples 1-2.)... Problem 19PE: For Exercises 9-29, graph the function. Also determine the domain and range. (See Examples 1-2.)... Problem 20PE: For Exercises 9-29, graph the function. Also determine the domain and range. (See Examples 1-2.)... Problem 21PE: For Exercises 9-29, graph the function. Also determine the domain and range. (See Examples 1-2.)... Problem 22PE: For Exercises 9-29, graph the function. Also determine the domain and range. (See Examples 1-2.)... Problem 23PE: For Exercises 9-29, graph the function. Also determine the domain and range. (See Examples 1-2.)... Problem 24PE: For Exercises 9-29, graph the function. Also determine the domain and range. (See Examples 1-2.)... Problem 25PE: For Exercises 9-29, graph the function. Also determine the domain and range. (See Examples 1-2.)... Problem 26PE: For Exercises 9-29, graph the function. Also determine the domain and range. (See Examples 1-2.)... Problem 27PE: For Exercises 9-29, graph the function. Also determine the domain and range. (See Examples 1-2.)... Problem 28PE: For Exercises 9-29, graph the function. Also determine the domain and range. (See Examples 1-2.)... Problem 29PE: For Exercises 9-29, graph the function. Also determine the domain and range. (See Examples 1-2.)... Problem 30PE: For Exercises 30-32, match the function with its graph. f(x)=x+2;x1 Problem 31PE: For Exercises 30-32, match the function with its graph. f(x)=x+2;x1 Problem 32PE: For Exercises 30-32, match the function with its graph. f(x)=x+2;1x3 Problem 33PE: For Exercises 33-36, evaluate the function for the given value of x. (See Example 3)... Problem 34PE: For Exercises 33-36, evaluate the function for the given value of x. (See Example 3)... Problem 35PE: For Exercises 33-36, evaluate the function for the given value of x. (See Example 3)... Problem 36PE: For Exercises 33-36, evaluate the function for the given value of x. (See Example 3)... Problem 37PE: Graph f(x)=xforx0. Graph g(x)=xforx0. Sketch both y=f(x) and y=g(x) on the same graph to represent... Problem 38PE: Graph f(x)=x for x1. Graph g(x)=2 for x1 Sketch both y=f(x) and y=g(x) on the same graph to... Problem 39PE: For Exercises 39-45, graph the function. Also determine the domain and range. (See Example 4.)... Problem 40PE: For Exercises 39-45, graph the function. Also determine the domain and range. (See Example 4.)... Problem 41PE: For Exercises 39-45, graph the function. Also determine the domain and range. (See Example 4.)... Problem 42PE: For Exercises 39-45, graph the function. Also determine the domain and range. (See Example 4.)... Problem 43PE: For Exercises 39-45, graph the function. Also determine the domain and range. (See Example 4.)... Problem 44PE: For Exercises 39-45, graph the function. Also determine the domain and range. (See Example 4.)... Problem 45PE: For Exercises 39-45, graph the function. Also determine the domain and range. (See Example 4.)... Problem 46PE: What basic function from Section 8.3 resembles the graph of y=f(x) from Exercise 45? Problem 47PE: A bicyclist rides at a steady speed of 16 mph for 35 min. then she enconters a hill and her average... Problem 48PE: A sled accelerates (gains speed ) down a hill and then slows down after it reaches a flat portion of... Problem 49PE: For Exercises 49-52, produce a rule for the function whose graph is shown. Problem 50PE: For Exercises 49-52, produce a rule for the function whose graph is shown. Problem 51PE: For Exercises 49-52, produce a rule for the function whose graph is shown. Problem 52PE: For Exercises 49-52, produce a rule for the function whose graph is shown. Problem 53PE: A shopping cart rolls across a parking lot at a constant speed and then crashes into a tree and... Problem 54PE: A student makes $8 per hour for the first 40 hr worked in a week. Then she makes time and a half... Problem 55PE: For Exercises 55-56, graph the function. f(x)={x3forx1x2for1x24forx2 Problem 56PE: For Exercises 55-56, graph the function. g(x)={3forx2xfor2x1x+2forx1 format_list_bulleted