Contact your partner if you are choosing to do this project collaboratively. Look at the polynomial below. y = ax3 + bx2 + cx + d Graph this using any graphing technology of your choice. However, replace the variables a, b, c, and d with numbers. For example, you could graph y = 2x3 + 3x2 – x + 2. Observe the graphed outcomes together (or independently if working alone). This is an investigation process to see what types of curves and lines you and your partner can produce with this equation.
How far did you get with this problem?
i didn't start yet because i dont know where to start
well it first says for you to pick 4 numbers to replace a,b,c,d
"Graph this using any graphing technology of your choice. However, replace the variables a, b, c, and d with numbers. For example, you could graph y = 2x3 + 3x2 – x + 2"
okay 2,4,6,8 can that work
and then what?
yes it can a = 2 b = 4 c = 6 d = 8 \[\Large y = ax^3 + bx^2 + cx + d\] \[\Large y = 2x^3 + 4x^2 + 6x + 8\]
Now use a graphing calculator to graph \[\Large y = 2x^3 + 4x^2 + 6x + 8\]
Do you have a graphing calculator?
no but is there a web site i can used?
are you able to graph using that?
is it (-1,8) is that right
this is what I get
so what would my answer be?
well part of your answer is that graph notice how the table corresponds to the graph (the points on the graph)
you will compare your graph with a partner's graph your partner would pick different values for a,b,c,d
i dont have a partner im working by myself
my answer would be -4,4,8?
"Graph this using any graphing technology of your choice." so the answer they want are graphs
not just numbers
okay so attach the file you send me to my work?
pretty much, but they may just want the graph only? hmm not sure I guess you should also throw in the table as well
okay thank u can u also help me with the rest?
what's your other question?
Discuss with your partner what you would like to see in a roller coaster. Graph different functions by changing a, b, c, and d to “design” your ideal roller coaster. Come up with at least four equations that when pieced together would make your ultimate roller coaster. Be sure to note what WINDOW SIZES you’re using in your graphs. You may have to change the default size to better see each of the polynomials’ shapes
Ok so you need to do at least 4 different graphs (with different a,b,c,d values)
and you also need to write down which window sizes you are using
okay so a,b,c,d are just like we did before ?
yes pick random numbers for each
okay for a- 5345
it might be helpful to make each number small
okay what about y=2x^3+3x^2+4x+2 can that work
Sure that works
What's another graph you could do
can u graph it for me please because i dont know how to attach it
do you know how to use that desmos calculator I gave you?
yes
are you able to graph there? or no?
i am but idk how to attach it to show u my work
you can do a screenshot
file:///C:/Users/Owner/Downloads/Desmos%20Graphing%20Calculator%203.htm and im on my computer
see idk how to send it to u
hello
are you able to capture the whole graph?
no
hit printscreen and you can paste that into paint
how do i do that im on a computer
windows or mac?
emachines
is there a bar at the bottom of your screen that has "start" on it?
yes
ok you most likely have windows
read through this page http://windows.microsoft.com/en-us/windows-xp/help/setup/take-a-screen-shot
This might also help http://www.wikihow.com/Take-a-Screenshot-in-Microsoft-Windows
its not working
which step isn't working?
i cant fint the edit
are you able to get into MS paint?
yes i got it working thank u can we move on to the next question now
what's the next one?
im just reminding u with the question Discuss with your partner what you would like to see in a roller coaster. Graph different functions by changing a, b, c, and d to “DESIGN” your ideal roller coaster. Come up with at least four equations that when pieced together would make your ultimate roller coaster. Be sure to note what WINDOW SIZES you’re using in your graphs. You may have to change the default size to better see each of the polynomials’ shapes
alright
so i already answer one of the question what im i going to do next
you just need 4 (or more) graphs to represent different roller coasters
also, write down the window sizes you use
window size? and im going to do the graphs and send them to u okay
Basically you just report xmin xmax ymin ymax
what im a littlt confuse
little
with what?
window size
can this work y=3x^3+5x^2+4x+5
Pretend this is your graph |dw:1406610453121:dw|
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