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- 1. Multiple Choice
Choose the correct answer. A Point

A : determines a location

B : is a tiny dot

A & B

None of the above

- 2. Multiple Choice
Line segment has two end points A and B

True

False

- 3. Multiple Choice
Choose the correct answer. Examples of line segment

A : An edge of a box

B : A tube light

C : The edit of the post card

D : A, B & C

E : None of the above

- 4. Multiple Choice
Fill up the blank. Refer the picture. The points A and B are called the _______________ of the line segment

end points

initial point

starting point

All of the above

- 5. Multiple Choice
Do you think you can draw a complete picture of a line? Why?

Yes, I can draw a line using two points A and B

No, Because it extends indefinitely in both directions.

- 6. Multiple Choice
Define intersecting lines :

Two lines have same starting point

Two lines have one common point

Two line have same ending point

Two line have same number of points

- 7. Multiple Choice
Can two lines intersect in more than one point?

Yes

No

- 8. Multiple Choice
Can more than two lines intersect more than one point?

Yes

No

- 9. Multiple Choice
Tick all the correct answers. Define parallel lines.

Lines which meet only in the starting point

Lines which do not meet

Lines which meet only in the ending point

Lines which do not intersect

- 10. Multiple Choice
Ray is a portion of a line

True

False

- 11. Multiple Choice
Ray has both starting point and ending point

True

False

- 12. Multiple Choice
If $\overrightarrow{PQ}$ is a ray,

(a) What is its starting point?

(b) Where does the point Q lie on the ray?

(c) Can we say that Q is the starting point of this ray?(a) P, (b) End point of the ray, (c) Yes

(a) P, (b) A point on the path of the ray, (c) Yes

(a) P, (b) A point on the path of the ray, (c) No

(a) P, (b) A point on the end of the ray, (c) No

- 13. Multiple Choice
Name the rays given in the picture

$\overleftarrow{TN}$ $\overleftarrow{TA}$ $\overleftarrow{TB}$

$\overline{TN}$ $\overline{TA}$ $\overline{TB}$

$\overrightarrow{TA}$ $\overrightarrow{TN}$ $\overrightarrow{TB}$

$\overrightarrow{AT}$ $\overrightarrow{NT}$ $\overrightarrow{BT}$

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