What Is the Equation for a Locus Equidistant from the X and Y Axes?

Thread starter aisha
Start date Mar 24, 2005
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Axis equidistant

AI Thread Summary

The equation for the locus of points equidistant from the x and y axes is y = ±x. This represents two lines that form a 45-degree angle with both axes. The discussion reflects frustration with understanding locus concepts, but ultimately confirms the correct answer. The participants express a mix of confusion and relief upon arriving at the solution. Mastering this concept can enhance understanding of geometric relationships in coordinate systems.

Mar 24, 2005

aisha

How would you do this question determine the equation of the locus

Locus whose points are equidistant from the x and y axis? :cry:

I HATE LOCUS!

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Mar 24, 2005

Data

y = \pm x?

Mar 24, 2005

aisha

I don't know that's all the information given I don't know what to do please help :cry:

Mar 24, 2005

aisha

yes I think that is the answer thanks lol I am so dumb :redface:

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