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Insert Circle from the General Contract

Insert Circle from the General Contract

Aug 6th, 2022

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How to Insert Circle from the General Contract

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in this lesson were going to focus on graphing a circle this is the standard equation of a circle with the center at the origin x squared plus y squared is equal to r squared so lets say if we have this equation x squared plus y squared is equal to four what are the coordinates of the center and what is the value of the radius the center is just going to be the origin zero zero and r squared is equal to four therefore the radius is the square root of four its two so relative to the origin you need to travel two units to the right two units to the left two units up and two units down and then plot each of those points and then simply connect those points by means of a circle so thats how you can graph a circle but now sometimes the origin or rather the center may not be the origin lets say it might be translated h units left or right and k units up or down so in this equation the center is h comma k lets say if we have the formula x minus two squared plus y plus three squared and

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How do you put a circle in general form?

0:00 4:51 One. What we are going to do is like I said were going to start with standard form. And rememberMoreOne. What we are going to do is like I said were going to start with standard form. And remember that standard form is X minus H squared plus y minus K squared equals the radius squared.

How to write in general form the equation of the circle that has its center?

Explanation: The general equation of a circle is (x h)2 + (y k)2 = r2, where (h, k) represents the location of the circles center, and r represents the length of its radius.

How do you convert general form to center radius form?

1:56 28:19 And thats it right there youll see that a lot all right so lets go ahead and move on and look atMoreAnd thats it right there youll see that a lot all right so lets go ahead and move on and look at some problems of how to convert. General. Form into. And here in here. Yeah this is our first

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