sling hulu amazon TCL . Prop 3. Repeat the steps from question 2, this time using the function f (x) = |x - 11 - 3 Type in as follows: f(x)=abs(x-1)-3 5 Repeat the instructions from #4 for f(x ) = -4. a. (5 points) Graph of f (x) b. (5 points) c. (5 points) Graph of f'(x) a. (5 points) Graph of f(x) Slope of b. (5 points) Graph of f' ( x ) X Tangent line + MNHORN 3 -2 -1 6. (9 points) Now look back at all the pairs of graphs and derivatives that you've drawn in questions 2 - 5, and fill in the blanks with one of the following phrases (an answer can be used more than once and not ll answers need to be used.) 4. a. Type the function f(x) = (x - 1)5 + 4 into Geogebra and then copy onto the grid in part a below. has a horizontal tangent line b. Now type f'(x) into the input line, click enter, and sketch the derivative in part b below. is increasing is below the x-axis a. (5 points) Graph of f (x) b. (5 points) Graph of f'(x) is decreasing is above the x-axis has a vertical tangent line equals zero 10 in + is undefined a. In regions where f (x) slopes upward from left to right, f' (x) b . In regions where f( x ) slopes downwards from left to right , f' ( x ) At x values where f ( x ) has a sharp corner , f' ( x ) _ 4 - 3 - 2 -1 0 1 2 3 4 d. At x values where f (x ) is discontinuous , f' ( x ) . 5 - 4-3-2-1 01 2 3 At x values where f' ( x ) = 0 , f ( x ) At x values where f' ( x ) is positive , f ( x ) g. At x values where f' (x) is negative, f (x) h. At x values where f (x ) has a peak or a valley, f' ( x ) or f' (x ) Fill in the blanks with one of the following phrases, referring back to the graphs you drew in question Vertical tangent line, Horizontal tangent line, Vertical asymptote, Horizontal asymptote c. (1 point) In graph 4a there is a vertical tangent line at x = 1 . Vertical asymptote _atx = 1. d. (1 point) In graph 4b there is a