Advertisements
Advertisements
Question
Draw a figure to show that: points A, B and C arc collinear.
Advertisements
Solution
We know that three or more points are collinear if they lie on the same straight line. Therefore the required figure (line) is given below on which three points A, B and C lie
APPEARS IN
RELATED QUESTIONS
State, whether the following pair of line or ray appear to be parallel or intersecting.
Under what condition will two straight lines, in the same plane, have: an infinite number of points in common.
If possible draw a diagram in support of your answer.
Mark two points A and B on a page of your exercise book. Mark a third point P, such that:
the three points do not lie in a line.
The adjoining diagram shows a line AB. Draw diagram to represent: ray AB i.e. \[\underrightarrow{AB}\]
The adjoining diagram shows a line segment AB. Draw diagrams to represent the ray AB i.e. \[\underrightarrow{AB}\]
The adjoining diagram shows a ray AB. Draw diagrams to show the line AB i.e. \[\underleftrightarrow{AB}\].
Give two examples from your surrounding for the following:
perpendicular lines
State true or false; if false, give the correct statement:
The maximum number of lines through three collinear points is three.
State true or false; if false, give the correct statement:
The maximum number of lines through three non-collinear points is three.
Draw two straight lines on a sheet of paper so that the lines drawn do not intersect.
