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Graph of 9; given above, find each indicated function value: Use the a) g(-1) =6) 9(4) =...

Question

Graph of 9; given above, find each indicated function value: Use the a) g(-1) =6) 9(4) =

graph of 9; given above, find each indicated function value: Use the a) g(-1) = 6) 9(4) =



Answers

Graph each function rule. $$ y=9-x $$

Okay, so they said a graph of function role? Why equals nine minus X? I've gone ahead and used. It's hard to see it here. But Dez Mohsen Online graphing calculator. And my window here is basically negative. 15 deposit of 15 in all directions. You can't really see the bottom. So I guess it's more like negative 12 on the bottom. But there is this rule graft. I'm gonna use the same method you can see for the next ones as well.

This question asks us to graph each function rule. We know we can plug in. Negative. 101 nine minus two times negative One is 11 nine minus two times zero is nine and then nine minus two times one is seven. Now that we have three points, we know we can graph. We know we can start with 09 which we know is gonna be our y intercept them. Plot 17 and then negative 1/11. Now that we planned our three points, we can connect them and we have our funk.

So here we're asked to graft this function here. It's exponential function. I've already got an table values down. So all I did was pick a few numbers to make the tubing 101 on I am put it the X into the Why x into the equation to sell for Why? So I had to one as one pair. Then I have negative 13 and I have 09 and I have won 27. So I'm gonna start by graphing These points onto the graph here. So we have Ah, uh negative one negative too. Sorry. This would be positive. Unnecessary. This would be too. And this would be three. I'm gonna stop here, and then we have native one. Okay, I'm just going to re label this because this is a little too I think so. If we have here, so let's start over. Shall we have one, two and three? And here we have number one negative too. And negative, too. Um, it's whatever scale you pick. That's all right. Um, so we have We have nine year than 18 here. I'm going my nights and then we have 27 here, so we can plot the points we have Negative to 12 to 1 is around here. Then we have Nick. No. 137813 is a little higher than be one. Then we have 09 Since your nine will be here, Weaken bold in this a little bit. And we have finally won 27. You can go on. I'm the strings generation because I have a small graph, but this is basically the gist off it. And he would just connect all the points. And here you have it. The graph of why is equal to nine times do you go to the Expo.

This is our original function over here. Then you can see we have a shift. Six units, right. A stretched by a factor of two in a shift. Nine units down as denoted by the minus nine. So our new transformed graph is gonna look something like this.


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