How do you find the x and y axes of a function without the graph?

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How do you find the x and y axes of a function without the graph?

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Answer 1 · 2016-11-14T12:28:32

(see below)

Explanation:

It is unclear what you are looking for here (especially since this appears under "Rotations of a Conic Section").

The X-axis is the collection of points for which $y = 0$ $y=0$ .
If you are looking for the x-intercept, it is
$XXX (ˆ x, 0)$ $color(white)("XXX")(hat(x),0)$ where $f (ˆ x) = 0$ $f(hat(x))=0$
$XXX$ $color(white)("XXX")$ i.e. you need to solve your function for when the function equals zero.

The Y-axis is the collection of points for which $x = 0$ $x=0$
If you are looking for the y-intercept, it is
$XXX (0, f (0))$ $color(white)("XXX")(0,f(0))$

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How do you find the x and y axes of a function without the graph?

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