Question

1. See Fig. 4.7 and answer the questions: a) Name three line segments whose one end point is B . b) Name any three angles with vertex C. c) Name an angle with vertex B. d) Name a ray with point C as one end point. 2. Inswer the questions based on Fig. 4.8: a) Name two rays that start from point B. Fig. 4.7 b) Name all the line segments concurrent at point I. c) Name the two sets of collinear points. d) What is the vertex of \( \angle \mathrm{HIC} \) ? e) Name the angle with line IK as one of its arms. 3. Mark four points \( P, Q, R, S \) such that no three of them lie on the same line. Draw lines through the points taken two at a time. Answer the following questions: a) How many lines can you draw? b) Name the lines concurrent at each of these points. Fig. 4.8 c) How many lines can you draw if you take three points at a time? Why? 4. How many lines can be made to pass through (a) one point and (b) two distinct points? 5. 'Two planes are either parallel or they intersect each other at a point.' Is this statement true? Give reasons.

          1. See Fig. 4.7 and answer the questions:
a) Name three line segments whose one end point is B .
b) Name any three angles with vertex C.
c) Name an angle with vertex B.
d) Name a ray with point C as one end point.
2. Inswer the questions based on Fig. 4.8:
a) Name two rays that start from point B.

Fig. 4.7
b) Name all the line segments concurrent at point I.
c) Name the two sets of collinear points.
d) What is the vertex of \( \angle \mathrm{HIC} \) ?
e) Name the angle with line IK as one of its arms.
3. Mark four points \( P, Q, R, S \) such that no three of them lie on the same line. Draw lines through the points taken two at a time. Answer the following questions:
a) How many lines can you draw?
b) Name the lines concurrent at each of these points.

Fig. 4.8
c) How many lines can you draw if you take three points at a time? Why?
4. How many lines can be made to pass through (a) one point and (b) two distinct points?
5. 'Two planes are either parallel or they intersect each other at a point.' Is this statement true? Give reasons.

1. See Fig. 4.7 and answer the questions:
a) Name three line segments whose one end point is B .
b) Name any three angles with vertex C.
c) Name an angle with vertex B.
d) Name a ray with point C as one end point.
2. Inswer the questions based on Fig. 4.8:
a) Name two rays that start from point B.

Fig. 4.7
b) Name all the line segments concurrent at point I.
c) Name the two sets of collinear points.
d) What is the vertex of ∠HIC ?
e) Name the angle with line IK as one of its arms.
3. Mark four points P, Q, R, S such that no three of them lie on the same line. Draw lines through the points taken two at a time. Answer the following questions:
a) How many lines can you draw?
b) Name the lines concurrent at each of these points.

Fig. 4.8
c) How many lines can you draw if you take three points at a time? Why?
4. How many lines can be made to pass through (a) one point and (b) two distinct points?
5. 'Two planes are either parallel or they intersect each other at a point.' Is this statement true? Give reasons.

Added by Aaron M.

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