Multiple Choice Questions
Introduction to Euclid’s Geometry
1. How many straight lines can be drawn through two given lines?
I. None
II. Only one
III. Two
IV. Three
2. What is the minimum number of lines required to make a closed figure?
I. One
II. Two
III. Three
IV. Four
3. Which of the following is an axiom?
I. Theorems
II. Definitions
III. The universal truth in all branches of Mathematics
IV. Universal truth specific to geometry
4. How many dimension does a surface has?
I. One
II. Two
III. Three
IV. Four
5. A solid has how many dimensions?
I. One
II. Two
III. Three
IV. Four
6. What do you call a figure formed by two straight lines having a common point?
I. Angle
II. Triangle
III. Rhombus
IV. Kite
7. How many lines can pass through one point?
I. One
II. Two
III. Three
IV. Four
8. Which of the following are boundaries of a surface?
I. Lines
II. Curves
III. Surfaces
IV. Points
1. II
2. III
3. III
4. II
5. III
6. I
7. I
8. II