As an Amazon Associate I earn from qualifying purchases.

Three Dimensional Coordinate Systems MCQs Quiz Online PDF Download eBook

Three Dimensional Coordinate Systems Multiple Choice Questions (MCQ), three dimensional coordinate systems quiz answers PDF to practice business mathematics test for online degree programs. Learn linear equations Multiple Choice Questions and Answers (MCQs), "Three Dimensional Coordinate Systems" quiz questions and answers for bachelor's degree in business. Learn graphical linear equations, linear equations in mathematics, graphing linear equations, linear equations: math test prep for online BBA degree.

"The axes in three dimension coordinate system divide plane in three spaces called" Multiple Choice Questions (MCQ) on three dimensional coordinate systems with choices quadrants, space divider, dimension divider, and octants for bachelor's degree in business. Practice merit scholarships assessment test, online learning three dimensional coordinate systems quiz questions for competitive exams in math majors for business management degree online.

MCQs on Three Dimensional Coordinate Systems PDF Download eBook

MCQ: The axes in three dimension coordinate system divide plane in three spaces called

  1. quadrants
  2. space divider
  3. dimension divider
  4. octants

D

MCQ: The point of intersection of axes in three dimension coordinate system is called

  1. collective intercept
  2. collective coordinate
  3. ordinate
  4. parallel pair order

C

MCQ: In graphically representation of the equation, the number of dimensions is determined by

  1. number of variables
  2. number of quadrants
  3. number of octants
  4. number of axes

A

MCQ: The three dimensional coordinate system is one in which the coordinates intersect each other at

  1. negative points
  2. zero points
  3. positive points
  4. absolute points

B

MCQ: In three dimensional coordinate systems, the coordinates are

  1. perpendicular to each other
  2. parallel to each other
  3. same direction for each other
  4. opposite direction for each other

A