Number of planes that can be made to pass through three collinear distinct points is /are ?
Infinite number
only one
Two
Three
The number of undefined terms in Euclid’s geometry are
1
2
3
4
For every line l and for every point P not lying on it, there exist a unique line passing through P and parallel to line l. The statement is known as
Playfair's Axiom
Euclid's lemma
Both a and b
None of these
Two distinct points in a plane determine a _____ line.
Unique
Different
Infinite
None
In Euclid's second postulate, " a terminated line" in the present day terms means.
A ray
A line
A line segment
A half line
If AB is a line and P is a fixed point outside AB, how many lines can be drawn through P ?
0
infinite
A line separates a plane into ____ parts.
Two lines intersect at ______ points.
The angles of a square is
Acute
Obtuse
Right angle
In the list of Euclid's Axiom's, which axiom is considered a "universal truth" ?
Axiom I
Axiom 2
Axiom 5