You find the locus of the point over time and either through geometrical or algebraic reasoning demonstrate that the result is a straight line.
No, but the can be adjacent angles. It is mathematically valid even though it serves no point.
No, but the can be adjacent angles. It is mathematically valid even though it serves no point.
A point can be defined as a mathematically precise location.
Mathematically impossible.
say carry the decimal point, it sounds more sophisticated.
A straight line is usually faster than a zigzag route when traveling from one point to another. Zigzagging increases the overall distance traveled and can result in a longer travel time compared to a straight path.
Point is not an undefined term. It can be defined as a mathematically precise location, or as the place where two lines intersect.
locus curve
Stand straight. Now point straight up. Point straight ahead. Point straight to your left. Now point in a direction at right angles with all three previous directions: there's your extra dimension.
Something moving perpendicular is traveling in a direction that forms a 90-degree angle with a reference point or axis. This movement creates a right angle with the original path or direction of travel.
Taking a straight line/ Place a POINT on that straight line. Sweep an arc from one side of the point to the other side of the point. That arc is 180 degrees.
Multiplies it by an integral power of ten - positive if the decimal point is moved to the right and negative if moved to the left.