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Let AB be a line and P be a point not on AB. Through P, draw a line ST parallel to AB. Now join P to any point Q on AB. Choose any other point R on ST. Through R, draw a line parallel to PQ. |
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Answer» ONG>GIVEN : AB be a line and P be a point not on AB. To Find : Draw a line ST parallel to AB. Solution : Step 1 : Draw a line segment AB Step 2 : take a point P outside AB Step 3 : Take a point X on on AB Step 4 : Draw a ray XY passing through P Step 5 Using SUITABLE compass width and taking X as center draw an arc intersecting XY at M and XB at N Step 6 : Keeping compass width same and taking P as center draw an arc such that it intersect PY at E Step 7 : take compass width = MN and taking E as as center intersect the arc drawn in previous step at F Step 8 : Draw a line segment ST passing through P & F ST || AB Use Similar concept to draw a line parallel to PQ passing through R on ST Learn More: Draw a line m. Draw a line n which is parallel to line m at a distance ...
3. Draw a line segment of length 6.3 cm. Draw another line parallel ... |
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