Use the function f(x)=-3x+11-4 to complete questions 1 through 3. 1. Complete the table of values for f(x)=-3x+11-4 using the table of values for g(x)= |x|. g(x)= |x| y -2 2 -1 1 0 0 1 2 2 f(x)=-3x+1-4 3 -1 D 3 2. Complete the table. Key Features x-intercept vertex domain x-intercept increasing range y-intercept decreasing opens 3. Graph f(x)=-3x+11-4. 4. One what interval is the graph of f(x)=-3x+11-4 positive? 5. Describe the end behavior of f(x). 6. 7. Complete the table of values for k(x) = Ir-41 using the table of values for g(x) = |r]. 'g(x) = |x| xy -2 2 -1 1 0 0 1 1 2 2 Complete the table. x-intercept x-intercept y-intercept 8. Graph k(x) = 1x-41. k(x) A My Key Features vertex domain increasing decreasing range opens 9. One what interval is the graph of k(x) = x - 41 negative? 10. Describe the end behavior of k(x). 1. The graph of y = is shown. Use this graph to sketch the graph of y + 11-3. 2. Complete the table for y=x+11-3. 3. r-intercept y-intercept Key Features vertex increasing decreasing (-1,-3) domain range opens The graph of y=xl is shown. Use this graph to sketch the graph of y=2x-31. Complete the table for y=2x-31. Key Features -intercept vertex domain increasing range y-intercept decreasing opens 5. The graph of y ll is shown. Use this graph to sketch the graph of y=-1-4-1. 9 6. Complete the table for y=-r-41-1. Key Features -intercept vertex domain increasing range y-intercept decreasing opens 7. The graph of y = xl is shown below. Use this graph to sketch the graph of y= |+2|+3. * 8. Complete the table for y=x+2+3. Key Features x-intercept y-intercept vertex domain increasing range decreasing opens