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Which of the following is the graph of y sint22{...

Question

Which of the following is the graph of y sint22{

Which of the following is the graph of y sint 2 2 {



Answers

Sketch the graph of $y=-\frac{1}{2} \sin (\pi x) .$ Which of the following matches your graph?

In discussion here were given a a function y echo to the sign after X minus pi at up to notice that by translation this managed to here will be the shift off the function Sigh X to the right by pie addict you so it would try Thio Scat The graph on the side X here we'll have this one will be zero pie out of Jew pie. Trippi on top too. Two pi and so on. Here three pie. This will be the one minus one. So the graph on the side of the X they will be is falling here. So this will be the side on the X and I just catch the graph on the side on the X Men. Despite that, you wish you to the right by bite of too. So it would be something that is now so the only one that much With this graph here, it will be the graph from the D. So this will be the sign after the X minus spy on the two. And I grabbed that much and we just want to be the d here.

The following problem. We want to know which of the following has the same graph as our equals co sign to theater. So let's look at our different options. This is gonna be a four leaf throws. Um So we're going to have R. Equals a negative sign of tooth data. Let's pi over two. And we see that this one is in fact going to be the same graph as opposed to a negative coast sign. Seda over to. That will not be the same. So the way that we can do this is by looking and using the angle addition formula. So it's going to be around for that. And then another problem were asked to graph the net Freud of free. So that's going to look like is R. Equals one plus two. Sign data over to which is going to look like this. Um And that will be our final answer. And this again is called the net right of free.

So if we're looking for the graph with the equation, why's he would teach to X minus five? We already know that that's in the form of y is equal to MX plus B for Emma's are Slope and B is our why inter sent. So that means that from here, two must be the slope and negative five must be our blye intercept. So let's go in and start out with a Y intercept. If this is our X y plane, we know that it's going to be not negative five. So here is where it's going to intercept. So then, if we have a slope of two, slope is just a measure of the change in Y over the change in X or the rise over the run. Then we can go two up and go over one two up over one. So our line should look something like this

In this video, we're gonna go through the answer to question number 34 from chapter 11.4. So we asked Tiu show whether the curtain part aim heart be have same graph as our equals cause off to Peter s. So I'm just gonna call this graph. Uh, and it looks like this curve on the right inside is this kind of fully clover somewhere, which is one each of the axes. Okay. Part, eh? So we asked to investigate. Occurred are equals minus sign to deter, Plus pie by two. Okay. So, yeah, let's do Cem algebra first. And so if we kind of draw the graph off kind of y equals sign at minus sign Peter, then it would look something like this. Okay, So if we imagine shifting, get this way by high by two, then we're going to get to maker the starts. Here. It looks something like that, which is like a cause. Things occurred so shifting to the right by power back to Texas to cost ito so so we can shift the argument to the right. So that would mean to you theater plus high by two comes to Pete surplus bitey minus pi pi ti Then the minus sign becomes a cause And this is just cause to theatre so that for it's the same curve in part B, the curve is our equals minus cause that seat over too. Um, so here we're gonna look at specific points of the curve and see whether they are the same soul in order to disprove whether the curve is on the same is optimized, same purpose. The original curve that we all we need to do is just show that there was one point that's different. So let's look at the points and bye bye for So that is Yeah, I belong here. I guess it's a long that was Well, yes, it is any of these angles, then I'll stock of as our equals cause off and times high. Bye, t. I called the curve because that's like this in my entire pie by two is like here. Yeah, yeah, yeah. So it's either 01 minus one. But when thief equals n part my full in this curve in part B, then I cz gonna be equal to minus cause of end pie by eight. So sure that this is not the same curve already to do is show that there exists an end such that our is no equal to any of these. So let's look for when N is equal to one. They've got minus caused high by eight on That's not equal Thio zero minus one. Oh, it is Instead, something like here s so therefore it's not the same guy.


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