Final answer:
The statement about polar coordinates being used in isometric drawings is false. Polar coordinates are used to locate points based on an angle and radius from the origin, while isometric drawings typically involve angles of 30 and 150 degrees for projection.
Step-by-step explanation:
The statement '0 and 180 are polar coordinates used in Isometric drawings' is false. In mathematics, especially in the context of vector analysis, polar coordinates are used to define the position of a point based on the angle and distance from a central point. However, isometric drawings use a form of orthographic projection to represent three-dimensional objects in two dimensions, and the angles commonly associated with isometric projection are 30 degrees and 150 degrees, not 0 and 180.
Some true and false statements for context in vector and coordinate systems:
- A vector can indeed form the shape of a right angle triangle with its x and y components. This is true because vectors can be decomposed into orthogonal components that align with the axes of a Cartesian coordinate system.
- The Pythagorean theorem can be used to calculate the length of the resultant vector when two vectors are at right angles to each other. In this case, the vectors' x and y components act as the two sides of a right-angle triangle, and the resultant is the hypotenuse.
- If only the angles of two vectors are known, generally, you cannot find the angle of their resultant addition vector without additional information; this statement is false.