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Mathematics, 17.12.2019 06:31 unknown9263

Choicea- f(x)axhk choiceb- f(x)axh2 k
choicec- f(x)ax3 bx2 cxd choiced- f(x)a xhk
choicee- f(x) a k xh
requirements:
*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
task #2
1) select 4 of the 5 graph choices to the left.
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 this equation at the top of the graph page you use. recommendation - use small #s☺(keep between -5 and 5)
3) graph each of the 4 chosen graphs a - e, one on each of the graphs provided, #1 - 4. you may use your calculator to . requirements:
*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.
4) answer the questions below graphs #1-4 in the spaces provided.
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: graph #2 graph #3 graph #4 graph #5 comments:
equation: /1 equation: /1 equation: /1 equation: /1 equations: /4
graph: /8 graph: /8 graph: /8 graph: /8 graph: /6
questions: /11 = /20 questions: /11 = /20 questions: /11 = /20 questions: /11 = /20 questions: /10 = /20
total /100

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Choicea- f(x)axhk choiceb- f(x)axh2 k
choicec- f(x)ax3 bx2 cxd choiced- f(x)a xh...
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