Take any three non-collinear points `A , B , C` and draw`\ A B C` . Through each vertex of the triangle, draw a line parallel to the opposite side.

Through three collinear points a circle can be draw.

Mark three non-collinear points A ,\ B\ a n d\ C in your not book. Draw lines through these points taking two at time. Name these lines. How many such different lines can be drawn?

Draw any triangle ABC. Through A, draw a line parallel to BC using : ruler and compasses

Mark three non- collinear points A, B and C in your notebook . Draw lines thorugh these points taking two at a time and name these lines . How many such different lines can be drawn?

Draw a line l. Take any point A outside the line. Draw a line through A, parallel to line l.

Take four distinct collinear points A,B,C and D in plane (page of your copy.) Find the number of lines that can be drawn passing through these points

Draw a line AB=6cm. Mark a point P any where outside the line AB. Through the point P, construct a line parallel to AB.

Draw a line segment AB. Find a point P, 4 cm above the line segment, and draw a line segment parallel to AB through P.

Take three non-collinear point A ,\ B and C on a page of your notebook. Join A B ,\ B C and C A , what figure do you get? Name the triangle. Also, name The side opposite to /_B The angle opposite to side \ A B The vertex opposite to side B C The side opposite to vertex Bdot

Take three non-collinear point A ,\ B and C on a page of your notebook. Join A B ,\ B C and C A , what figure do you get? Name the triangle. Also, name (a). The side opposite to /_B (b). The angle opposite to side \ A B (c). The vertex opposite to side B C (d). The side opposite to vertex Bdot