If the reverse direction of the ray pierces the sphere,then maybe t need to be clamped?
xinyangc
Two or one intersections
weitingt
two intersections
notme
Because the ray can have at most two intersections with the sphere. If the solutions are the same we know they are tangent and if they have imaginary parts we know that the ray misses.
jesshuifeng
we have 1 or 2 intersections
linyingy
Two solutions mean two possible intersections.
PsychotiK
two intersections
lights
It makes sense that in a sphere there will be two intersections but what about in the case of shapes that have a hole in it like a torus? Would we then have 4 intersections for the ray?
notme
The reason why we get two intersections is because we use the equation for a sphere. For a torus that equation would be different and I think that's how we would get more results.
stroucki
In and out. Difficult to remember now after the lecture why f(x) = |x|^2 -1 is a function describing a unit sphere.
verylostpenguin
We have one or two intersections
haotingl
two intersections
idkLinearAlgebra
2 intersections
froggystyle
there are two solutions since there can be 2 different intersections
Two intersections to the sphere.
If the reverse direction of the ray pierces the sphere,then maybe t need to be clamped?
Two or one intersections
two intersections
Because the ray can have at most two intersections with the sphere. If the solutions are the same we know they are tangent and if they have imaginary parts we know that the ray misses.
we have 1 or 2 intersections
Two solutions mean two possible intersections.
two intersections
It makes sense that in a sphere there will be two intersections but what about in the case of shapes that have a hole in it like a torus? Would we then have 4 intersections for the ray?
The reason why we get two intersections is because we use the equation for a sphere. For a torus that equation would be different and I think that's how we would get more results.
In and out. Difficult to remember now after the lecture why f(x) = |x|^2 -1 is a function describing a unit sphere.
We have one or two intersections
two intersections
2 intersections
there are two solutions since there can be 2 different intersections
there are two intersections
2 intersections