Question

hi

Answer 1

example: describe the locus of points in a plane equidistant from points A and B

Answer 2

use the distance formula, but im still working on how to make it more general

Answer 3

spose we have a center: (u,v,w)

we can define all the points that are a distance of, r, from it as:

(x-u)^2 + (y-u)^2 + (z-w)^2 = r^2

but that forms a sphere, we would need to employ the normal of a plane that slices thru it in some manner

Answer 4

is it as simple as taking the normal (a,b,c) and using it like a plane eqaution?

a(x-u)^2 + b(y-u)^2 + c(z-w)^2 = r^2

maybe?

Answer 5

no, then they aint perp to it by definition ...

Answer 6

i honestly do not know how to complete this problem. that is all of the information that was given

Answer 7

im assuming that we would need to draw them out and then label them as different bisectors but i dont know how to draw those