Let Us Assess
1. It is a statement proven based on axioms, other theorems, and some set of
logical connectives.
A. postulate B. axiom
C. proof
D. theorem
2. It is the set of axioms from which some or all axioms can be used in conjunction
to logically derive theorems.
A. counterexample
B. example
C. axiomatic system
D. postulate
3. It is a theorem that is usually considered an easy consequence/results of
another theorem.
A. corollary
B. lemma
C. postulate D. theorem
4. Given the following axiomatic system, which is assumed to be true without
proof?
A. corollary
B. definition C. postulate D. theorem
5. This statement refers to the meaning of a word, term, and phrase which makes
use of previously defined terms. What do you call this statement?
A. corollary
B. definition C. postulate D. theorem
6. An undefined term with no width, thickness and dimension and represented by a
dot is
A. line
B. point
C. plane
D. segment
7. Which of the following statements is false?
A. Any four non-collinear points lie in a distinct plane.
B. A plane contains at least 3 non-collinear points.
C. Any two lines intersect at a point.
D. Through two given points we can draw three lines.
8. It is a statement that is taken to be true, to serve as a premise or starting point
for further reasoning and arguments.
A. Theorem
B. Axion
C. Lemma
D. Corollary
9. It is a theorem that is usually considered an easy consequence/results of
another theorem.
A. Theorem
B. Axiom
C. Lemma
D. Corollary
10. It is generally used to describe an auxiliary fact that is used in the proof of a
more significant result.
A. Theorem
B. Axiom
C. Lemma
D. Corollary
11. Which of the following objects represents a point?
A. curtain rod
B. star in the sky C. top of a box
D. edge of a table​