No. All of them do but two. The latitude lines at 90 degrees North and South actually coincide with the intersection of all longitudinal lines. So technically, because they coincide, they do not form any angle.
That line has often been called the "Equator" in song and story, and on maps as well, too.
Lines of latitude are also called parallels because they are all parallel to each other. Any two lines of latitude you choose are the same distance apart everywhere, and no two lines of latitude ever cross. Latitude 36 degrees north is called the 36th parallel north
Because . . . -- Any two that you pick keep the same distance apart wherever you look. -- Whichever two you pick never touch or cross. That description is exactly the same as the description of parallel lines on a flat surface.
No. Every line of constant latitude is parallel to all others. No two of them ever touch or cross.
No, parallel lines cannot ever intersect. The have identical slopes. Therefore, they will always remain parallel.
Perpendicular lines intersect at a 90 degree angle. Parallel lines do not intersect, nor would they ever intersect if continued infinitely.
It means a line that intersects with another line. Where as parallel would be a lines that do not intersect, ever.
yes
if they are parallel -- no. if not parallel -- yes
No. All of them do but two. The latitude lines at 90 degrees North and South actually coincide with the intersection of all longitudinal lines. So technically, because they coincide, they do not form any angle.
Never in Euclidean geometry.
No. To be an angle, the ends of each ray must have the same endpoint, therefore, the lines must intersect. Parallel lines have the same slope, so cannot ever intersect.
Every parallel of latitude crosses every meridian of longitude.
Well, you see, parallel lines are lines that do not and will not ever intersect at any length of the line
They don't cross other latitude lines. They cross longitude lines.
That line has often been called the "Equator" in song and story, and on maps as well, too.