
Status
Status
![]() | Circle is feeling conic.
|
Conic Friends (4)
Photos (7 albums)
Notes
Notes
Tell everyone what's on your mind with Facebook notes. To write a new note, click here.
Groups (39)
Groups
Conic Sections Rule! ▪ I Love Math. ▪ I Wish I Were Your Derivative So I Could Lie Tangent To Your Curves! ▪ When I was your age, Pluto was a planet. ▪ Carol never wore her saftey goggles. Now she doesn't need them ▪ We Signed Up For Facebook Before Graduating High School. ▪ The Largest Facebook Group Ever ▪ I Will Go Slightly Out of My Way To Step On a Leaf That Looks Particularly Crunchy!
Circle
- The Conic Network
Race: | Conic |
Interested In: | Conic Sections |
Birthday: | 200 BC |
Hometown: | Conicville |
Political Views: | Circular |
Information
Information
Contact Info
Email: | circle@conic.com |
Current Town: | Champaign,IL |
Residence: | 454 Conic Lane |
Website: |
Personal Info
Conic Relation: | A circle is the cross section of a cone taken in a plane parellel to the base of the cone. |
Locus Definition: | The set of all points equidistance from one point. |
Reflective Properties: | Infinite reflections along any axis through the center of the circle. |
Formula(s): | ![]() Where r= radius |
Eccentricity: | Eccentricity of a circle is equal to zero because c (distance from Foci to center) equals 0, and 0/x equals zero for any value of x other than 0 |
Graphing: | To graph a circle from an equation in standard form, center the circle at the x-coordinate: the opposite of the number being added to x in parenthasees and y-coordinate: the opposite of the number being added to y in parenthasees. Then use the radius (r) in the equation to draw all points r units from the center.
ExampleExample(x-2)^2+(y-2)^2 = 2^2 ![]() |
Application: | The perfect circles in the Olympic Rings Logo represent's the ancient Greek view that perfect circles (the element ether) was the key to everything. Betsy Has OCD and has a problem with circles that touch. She insists the Olympic logo would be better if none of the circles touched. Help Betsy by giving a suggestion for an new equation for the left-most blue ring that would make it not touch any other ring. The blue ring is centered at (0,0) with a radius of 3 on our axis. View AnswerAnswerSample Answer: (x+3)^2+(y)^2=3^2 |
Favorite Quotes: | Life moves pretty fast, if you don't stop and look around once and a while, you might just miss it. -Ferris Bueller Homer: Well, I'm tired of being a wannabe league bowler. I wanna be a league bowler! Homer: I felt a surge of power, like god must feel, when he's holding a gun. Homer: I'm a white male, age 18 to 49. Everyone listens to me, no matter how dumb my suggestions are. |
Education
Education
Education Info
College: | |
High School: |
The Wall (133 wall posts)
The Wall
Displaying 10 of 133 wall posts.
![]() | Nate Kim (Illinois Math and Science Academy) wrote at 11:48am on December 9th, 2006 sure did. like the school is 50 feet away from our doors and we had a snow day. lol |
![]() | Conic Master wrote at 7:34pm on December 8th, 2006 I am the conic master! |
Put a link to your Facebook profile on your website: <a href="#www.facebook.com/p/Isaac_Chambers/1942354">Facebook me!</a>