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प्रश्न
Mark two points A and B on a plain sheet “ of paper. Using a sharp pencil and a ruler, draw a line through points A and B. Try to draw one more line through A and B. What do you observe?
Write a statement regarding your observations.
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उत्तर
Two points A and B are marked On the plain sheet of paper. Using pencil, draw a line through there two points.
We cannot draw any other line joining them as only one line can be drawn passing through two fixed (given) points in a plane.
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संबंधित प्रश्न
The shaded region of the given figure shows a plane:
(i) Name the three collinear points.
(ii) Name the three non-collinear points.
(iii) Name a pair of intersecting lines.
State, whether the following pair of line or ray appear to be parallel or intersecting.
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: \[\underrightarrow{BA}\]
The adjoining diagram shows a ray AB. Draw diagrams to show the line AB.
The adjoining diagram shows a ray AB. Draw diagrams to show the line segment BA.
The figure is given below name the line segment that is a perpendicular bisector of the other:
Place a scale (ruler) on a sheet of paper and hold it firmly with one hand. Now draw two line segments AB and CD along the longer edges of the scale. State whether segment AB is parallel to or perpendicular to segment CD.
State true or false; if false, give the correct statement:
The maximum number of lines through three collinear points is three.
In figure is given below, write the number of line segments used:
