any one know what type of conic section is this? ((x-1)^2/4)+((y-2)/4)=1 ???
G gopher New member Joined Jan 14, 2007 Messages 15 Feb 8, 2007 #1 any one know what type of conic section is this? \(\displaystyle ((x-1)^2/4)+((y-2)/4)=1\) ???
pka Elite Member Joined Jan 29, 2005 Messages 11,983 Feb 8, 2007 #2 Solve the equation for y. See if you can tell which conic it is.
stapel Super Moderator Staff member Joined Feb 4, 2004 Messages 16,582 Feb 8, 2007 #3 Here's the flow-chart: . . .* Are there two squared terms? . . . . .No: It's a parabola. . . . . .Yes: Continue... . . . . .* Do the two squared terms have the same sign? . . . . . . .No: It's an hyperbola. . . . . . . .Yes: Continue... . . . . . . .* Do the squared terms have the same coefficient? . . . . . . . . .No: It's an ellipse. . . . . . . . . .Yes: It's a circle. Apply this to your equation. Eliz.
Here's the flow-chart: . . .* Are there two squared terms? . . . . .No: It's a parabola. . . . . .Yes: Continue... . . . . .* Do the two squared terms have the same sign? . . . . . . .No: It's an hyperbola. . . . . . . .Yes: Continue... . . . . . . .* Do the squared terms have the same coefficient? . . . . . . . . .No: It's an ellipse. . . . . . . . . .Yes: It's a circle. Apply this to your equation. Eliz.