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Fer &dh gph belr, state wuhether represents (unctionGraphGraphGraph 3Functon?OYes Groph =ONo GraphYes Ono Graph =alenniei...

Question

Fer &dh gph belr, state wuhether represents (unctionGraphGraphGraph 3Functon?OYes Groph =ONo GraphYes Ono Graph =alenniei

Fer &dh gph belr, state wuhether represents (unction Graph Graph Graph 3 Functon? OYes Groph = ONo Graph Yes Ono Graph = alenniei



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Graph $W(x)=\|c x\|-c x, 0 \leq x \leq 6,$ for each value of $c$ a. $c=1$ b. $c=\frac{1}{3} \quad$ c. $c=3$

We are given the function by equals three minus 10 Raised to explain this one on Deplored this on the TR 84 calculator. It's the first re enter our function that is three minus 10 days two x my this one With that, the graph put in notice that them I not be any vertical ascent. Oh, but we do seem to have ah horizontal asem toe at my equals three. This also helps us with the domain on the lead. So the domain for this function is given by all real numbers as received three. There you see that the range is going to be at Max Tree and there's a minus sign so minus infinity to tree as the range. Now we will look at the same dote and as we see on the craft that there seems to be no more ridiculous and dude But the horizontal ASEM dude is at by equals three

Pushing. We want to graph the equation. Why including the X squared minus three. Here, let's try to make a table on the value for the X and the Y. And now it will choose Exit zero. Why could you ministry expert to one y core to the months to export u minus one equal to minus two as well? When I expect you to why I go to the one managed to equal to one a swell and then we should be able to cancel the craft here. Now we have the suite with the expenses and then we have the white access go up here and now we have the zero X and the Y here. The first point is zero minus three will be here one month to will be sorry. It will be here minus one. Managed young will be here to one. It will be here and managed to one. It will be here. So all we need to do is we connect on on the point together. So we have this one will be called a parabola. And then we have the value of being the one to minus two and minus two, minus three, minus one minus two. But

Pushing once you get the graph? Um, no. Why? Plus one equal to the X power three. So let's try to make a table on the value. So the X and the Y Now, if the X equal to zero and then why we could u minus one If excellence go to one. Why it would equal to the zero if actually do minus one Why it will equal Thio minus one will be, uh, minus one. Managed to will be managed to hear And when actually to to Why it will you go with you? Ah na, eight months when you be seven minus two and then we get equal Children minus minus nine and I will soon be which is catch the graft Now So we have This will be the excesses and we have the white access gonna be. I'm good. Yeah, on x zero. Why? I want to use that scale that too. Too far. Six, 8, 10. Here. Listen. With four minus two, minus four, minus six, minus eight. Minus 10 minus two. One is far here and now and point Romans one we have it will be here. And upon 10 we have it will be here and then and appoint one minus one, minus two and we'll be here. And under 27 we have We will be here and the managed to minus nine. It will be here. So all we need to do is connect one of the ponds together. So that's what made the crab. It looks like here, this will be the one minus one minus nine seven minus one.

So the graph this I would first start by subtracting three X off both size here. And in the end of getting negative, y equals a negative. Three acts plus three. Divide by negative one on every term. And I'm gonna get why equals three ax minus three. And so I want to graft this. Now I'm going to say this right here is my center. My 00 And this will be my Why axis And this will be my X axis going across this way. So who started negative three on the Y axis. 123 Right here. And I'm gonna go ahead and water Use my slope, which is rice three. Run one rice three, Run one and continue that process. 123 and run one. And then backwards. Run fall three and left. 1123 Left. 1123 and left one. And so my line will look something like this as I move these through the points here and it'll extendable to


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