1) What are the four classifications of mathematical system? a) Undefined and Defined Terms, Axioms/Postulates, Theorems b) Line, Ray, Point, Segment c) Plane, Theorems, Segment, Axioms d) Dot, Plane, Coplanar, Ruler 2) In geometry, we come across with terms which cannot be precisely defined. They do not have a formal definition, instead, description, illustration or demonstration are used to have a better understanding of their meaning. a) Defined Terms b) Axioms c) Postulates d) Undefined Terms 3) A position in space. It has only location. Names using CAPITAL LETTER and it can be modeled by a dot. a) Point b) Line c) Axioms d) Theorem 4) Real life example of a point is; a) Kite b) Mole c) Edge of a table d) Cellphone 5) A straight, continous arrangement of indefinitely many point. Its length is infinite, extends endlessly in opposite direction. Named by a single lower script letter or by any two points on a _______ (two CAPITAL LETTERS). a) Plane b) Collinear c) Line d) Postulates 6) The arrowheads in a line symbolize what? a) Shortness b) Sound c) Display d) Infinity 7) Real Life example of a line is; a) Barbeque Stick b) Tip of a pen c) Stone d) Fan 8) A flat surface that extends infinitely along its length and width. Named by single script CAPITAL LETTER or by any three points in the ________ (CAPITAL LETTERS). a) Poll b) Plane c) Ruler d) Dot 9) Real life example of a plane is; a) Pencil b) Woods c) Pen d) Sheet of paper 10) These terms have a formal definition.  a) Undefine Terms b) Theorem Terms c) Define Terms d) Axioms 11) Points that lie on the same line. a) Coplanar Points b) Copliear Points c) Collipnar Points d) Collinear Points 12) Points that do not lie on the same plane. a) Non-Copliear Points b) Non-Collinear Points c) Non-Coplanar Points d) Non-Collipnar Points 13) Points that lie in the same plane. a) Coplanar Points b) Collinear Points c) Collipnar Points  d) Copliear Points 14) Points that do not lie on the same line. a) Non-Copliear Points b) Non-Collinear Points c) Non-Coplanar Points d) Non-Collipnar Points 15) Stop a line from extending endlessly. a) Line b) Point c) Plane d) Endpoint 16) Part of a mine consisting two endpoints. a) Opposite rays b) Ray c) Line segment d) Line segmint 17) Part of a line with only one endpoint and extending in only one direction. a) Ray b) Line Ray c) Opposite Rays d) Segment Rays 18) Rays with a common endpoint but extending in opposite directions. a) Opposite Rays b) Alternate Rays c) Rays d) Line Rays 19) Statements that are assumed to be true and accepted without a proof. a) Axioms b) Postulates c) Linear Pair d) Angle 20) Statements that are proved to be true using postulates and definition etc. a) Theorems b) Postulates c) System d) Angle 21) Unprovable rule accepted to be true because it is self - evident or particularly useful. a) Probability b) Line c) Axiom d) Vertical Angles 22) The following are examples of Postulate EXCEPT; a) Two distinct points determine a line. b) If two planes intersect, then their intersection is a line. c) If two triangle are vertical angles, then they have equal measures. d) The whole is greater than its part. 23) Point, Line and Plane are under of what terms?  a) Undefined Terms b) Defined Terms c) Axioms Terms d) Theorem Terms 24) Collinear Points, Coplanar Points, Subsets of a line are under of what terms? a) Axioms Terms b) Undefined Terms c) Defined Terms d) Theorem Terms 25) What do you call the Undefined Terms, Defined Terms, Axioms/Postulates and Theorems? a) The Four Classifications of Mathematical System b) The four Congruent System c) The Fours Arrangement Mathemarical System d) The Four Mathemacial Official System

THE MODERN AXIOMATIC SYSTEM

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