Ellipse on x=y Axis: Find Standard Formula

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Homework Help Overview

The discussion revolves around finding the standard formula for an ellipse with given foci at (1,1) and (-1,-1) and a major axis length of 4 units. The original poster expresses uncertainty about how to approach ellipses that are oriented along the line x=y, contrasting this with their familiarity with standard forms aligned with the x-axis and y-axis.

Discussion Character

  • Exploratory, Assumption checking

Approaches and Questions Raised

  • The original poster attempts to identify the center and the value of 'a' for the ellipse but struggles with the specific orientation of the ellipse along the x=y axis. Some participants provide references to external resources and clarify concepts such as eccentricity, while others express difficulty in understanding the terminology and request step-by-step guidance.

Discussion Status

The discussion is ongoing, with participants exploring different aspects of the problem. Some guidance has been offered regarding the eccentricity of the ellipse, but there is no explicit consensus on the approach to finding the standard formula for the ellipse in question.

Contextual Notes

Participants note language barriers and the original poster's lack of familiarity with the specific type of ellipse being discussed, which may affect their understanding of the problem.

scoradition
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Hi every body

I have a bounce marks on a quistion that i know nothing about

its about the Ellipse

the Qustion is

Find the standerd formula of the eelips which has foci on ( 1,1) and ( -1,-1)

and it has a major axis with 4 units.

i found that the center in at the origin and a = 2 and i didnt know anything else
-----------


i know the ellips on x-axis which has a formula of x^2-h/a^2 + y^2-k/b^2 = 1
and the ellips on the y-axis which has a formula of y^2-h/a^2 + x^2-k/b^2 = 1

i know how to solve this types

but the one on the x=y axis i know nothing about it :(

can any 1 help me with this qustion or at least give me the standerd formulla of this type of ellipse :(

waiting ur helps..
 
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scoradition said:
Hi every body

I have a bounce marks on a quistion that i know nothing about

its about the Ellipse

the Qustion is

Find the standerd formula of the eelips which has foci on ( 1,1) and ( -1,-1)

and it has a major axis with 4 units.

i found that the center in at the origin and a = 2 and i didnt know anything else
-----------


i know the ellips on x-axis which has a formula of x^2-h/a^2 + y^2-k/b^2 = 1
and the ellips on the y-axis which has a formula of y^2-h/a^2 + x^2-k/b^2 = 1

i know how to solve this types

but the one on the x=y axis i know nothing about it :(

can any 1 help me with this qustion or at least give me the standerd formulla of this type of ellipse :(

waiting ur helps..

Welcome to PF.

Maybe have a look here:
http://en.wikipedia.org/wiki/Ellipse#Equations

Specifically:
Parametric form of an ellipse rotated counterclockwise by an angle ϕ:
 
hey man ...

englsih is not my language it is hard for me to find this thing

can u please give me the steps i should follow ?
 
:( waiting ur help
 

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