What is the standard form of the equation of the circle in this graph?
You must determine the \(\textbf{center}\) first. Can you tell me what it is?
Sure! I just posted the image I'm given.
Hmm. So can you tell me what the center is from that graph?
The center is (-3, 1)
Good job—now can you tell me the equation of a circle?
might wanna find radius first ... since your gathering the parts
Yep, I agree. I don't think that there is a circle given, so we'd just keep it \(r^2\).
Maybe the blue part is the circle?
teh blue outline is the circle, the red dot is the center
Oh, yes. I thought that they made it as an outline for the beauty ;)
I wish I could give you more information/help, but I am clueless on these types of questions. Here are the answers I am given.
Do you know the radius of the circle?
the answers at least tell us what form they want, since i can never recall what the different names go to :)
The radius is 1, diameter is 2
Yes, it is. I know that you know that I know that you know that you know what the equation of a circle is ;)
Since the last question you asked gave you the equation of a circle, I suppose that you still know it.
ohhhhhhh, is it (x-3)^2+(y+1)^2=2? I am so durp.
if we know the center (cx,cy) and the radius r; we just fill those into the formula: \[(x-cx)^2+(y-cy)^2=r^2\]
r^2 not= 2 for starters
Yep.
\(r^2 = (1)^2\)
I got it amistre64, thank you both, you're awesome.
You're welcome!
youre welcome, but the answer youve posted is in error
Amistre played a big role here, so I want to thank him too :)
@amistre64 I have never seen the c there before. What's the purpose? I've only see it in the form: \[(x - h)^2 + (y - k)^2 = r^2\]
What's \(1^2\)? @heavenseven77
@Calcmathlete different notations. c means 'center'.
cx stands for center x component cy stands for center y component seems more intuitive to me than h adn k
oh ok alright thanks.
the original poster seems to ha ve moved on, prolly taking a timed "thing" and doesnt have time for the details :)
I think I got it. Thought I closed this thing??
But we still are allowed to post here. ;)
closed doesnt mean gone; just takes it off the board to make room for others
our concern is that the answer you suggested doesnt fit the correct answer that we know it to be
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