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Write an equation of the form y = 4 sinbx ory = 4 cosbx to describe the graph below:...

Question

Write an equation of the form y = 4 sinbx ory = 4 cosbx to describe the graph below:

Write an equation of the form y = 4 sinbx ory = 4 cosbx to describe the graph below:



Answers

Graph the equation. $$y=4 x+4$$

So if why's it go to four X? And that's the same thing. I saying why it was four x plus zero where zero is my y intercept and four is my slope. So if I'm graphic it, it actually does go through the origin. And when I want to go up for over one up for over one, so connect my dots.

In this question. When Cedars Lee merely Christian X plus y a quick before, No, it's slow and it goes at full, is why equal minus X less for And it is a line hang. Don't worry people. Well X is and equal to minus one is the so bang. The own strange see equal a poor is the why you need or simply the 0.4 is the point on the line zone observing that the slope is negative and so the line walls from left your right drop for like one minus X plus work and reported as with the point seal full.

Graft the equation by planning points. Our equation is Y T holes four minus x. Okay, we're gonna create a table over here, and we're gonna start with zero for minus zero hes for So our first point is zero before. Okay, He's moved to one four, minus one. His three. So 13 to four minutes to is to three four minus three is one. Okay, you start to see your lying for Let's pick some negative numbers. You start with negative one four minus negative, one to negative. Same training to positive. Four plus one is fine. So negative one by negative. Two for minus negative, too. To negative signs. Turn into positive for peace to a six 26 and you start to see your life form. You have enough points. You can draw your line. Or if you see the pattern making people in points as well until you're at the end of the graph and you can go in both directions. You don't need to put them all but the most once you have on here. This radio, your language. Well, here's your graph plotting points

What makes this problem a little tricky is that it's not written in the form, Y equals mx plus B. If you look at the problem it's just starts off with Y plus 1/4 X is equal to negative form. But this would be easy to fix because all you have to do is subtract 1/4 x to the right side. That way you could cancel it out on the left side and you do have Y equals mx plus B. Because they're not like terms, so you cannot put them together where you identify like this. The slope and the problem is negative one force, that's what the M. Stands for. And then the Y intercept in the problem is negative for it's adding our subtraction is the same thing as adding the negative. So as I go to this graph, all you have to do is identify that the y intercept is down for identify from right here. So if you want to put an ordered pair in there and just be zero negative for And then from that point the slope says to go down one right four, So down one and then Count to the right four. And so we're at the ordered pair, 4 -5. Um connect your dots and you have your correct line, that is the correct graph right there


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