Piecewise functions project due friday, march task #1 cax)-1) select 4 of the 5 graph choices to the left. choice b- f(x) ar -h + k choice c cx)a+b trtdrctdation e use small ns @kep between -5 and 5) choice d - fx)-avx-h+ choice e-/(+ k 2) fill in values/numbers for the generic equations, replacing variables a, h, and k or a, b, c, and d as necessary, to create actual equations that can be graphed. you may use your calculator to . write graph each of the 4 chosen graphs a - e, one on each of the graphs provided, #1-4. you may use your calculator to . 3) be sure that part of the graph drawn on its selected graph paper is actually located in the shaded region on the graph you choose. if not, select a different graph paper #1-4 or select different values/numbers for your equation. you may graph any of the equation choices on any of the graph papers. you must graph the entire function on the given graph paper for the domain [-15,15] if the range is also between |-15, 15]. a domain interval of at least 15 units wide must be present on the graph. answer the questions below graphs #1-4 in the spaces provided. "a should never equal 0 h and k can't both be 0 *b, c, and d can't all be 0 *can't duplicate any values 4) task#2 1) take each shaded region (covering a domain interval of 5 units) of graphs 1-4 and graph only that region from that graph onto graph #5. (you should have a funky looking graph.) be careful on the endpoints of your graph segment that you either graph a closed dot if including that value or an open dot if you are not including that value-see the domain intervals listed on the bottom of graph #5 for ! 2) fill in the information and answer the questions following the graph. rubric(turn one copy in with your project) graph #1: equation: __ 1 equation: equation: __ 1 equation: __ 1 equations: --4 graph: graph: _ graph: -- graph: /8 graph: 一一/6 /8 questions: --11- questions: questions: -_ 11 questions: --11 questions. _ _ 10 graph #2 1 graph #3 graph #4 graph #5