The phrase "a point parallel to" is correct and usable in written English.
It can be used in contexts involving geometry, mathematics, or discussions about lines and planes that are parallel to each other.
Example: "To find the intersection, we need to determine a point parallel to the given line."
Alternatives: "a point aligned with" or "a point in line with".
Parallel ray-bundle tracing transfers the radiance of all points parallel to a randomly selected global direction, with perspective ray-bundles we can shoot the radiance of a single patch in all directions, and ray shooting transfers the radiance of a randomly selected point at a randomly selected direction.
It should point parallel to a line drawn from you (or, equivalently, the Earth) to the Sun.
Beginning in the 19th century, various mathematicians substituted alternatives to Euclid's parallel postulate, which, in its modern form, reads, "given a line and a point not on the line, it is possible to draw exactly one line through the given point parallel to the line". They hoped to show that the alternatives were logically impossible.
For example, you may point out that the Biblical account of Noah's flood was actually derived from the story of Gilgamesh, or that the story of Jesus Christ is a point-by-point parallel to numerous others that came before.
First, your right hand points parallel to vector A. Then your fingers point in the direction of B. Then your thumb, when you stick it out, is going to point in the direction of A cross B. Let's do a quick example.
The pipelines, which transport copper and gold slurry, were cut at multiple points parallel to the access road to Timika.
When you glue it, be sure the comb curves away from the flower, and have it with the teeth pointing parallel to the bead swags.
The position of a point moving parallel to a plane (plane motion) can be described by two numbers: (1) either the distances of the point from two lines at right angles to one another on the plane (rectangular coordinates), or (2) the length of a line with one end fixed at the origin and the other end at the moving point and the angle that the line makes with a fixed axis (polar coordinates).
