Steps to draw a parralel line with respect to a given line

Dear Student,

Please find below the solution to the asked query:

The steps of construction are as follows.

(i)Draw a line AB. Take a point P on it. Take a point C outside this line. Join C to P.

(ii)Taking P as centre and with a convenient radius, draw an arc intersecting line AB at point D and PC at point E.

(iii) Taking C as centre and with the same radius as before, draw an arc FG intersecting PC at H.

(iv) Adjust the compasses up to the length of DE. Without changing the opening of compasses and taking H as the centre, draw an arc to intersect the previously drawn arc FG at point I.

(v) Join the points C and I to draw a line ‘l’.

This is the required line which is parallel to line AB.


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Steps of construction - 
  1. Draw a line AB and take a point C outside it.
  2. Joint c to any point D.
  3. With D as centre and any radius draw an arc EF.
  4. With same radius(as in step 3), draw an arc with C as centre at point G.
  5. With radius EF, and centre G, draw an arc intersecting the arc(drawn in step 4) at H.
  6. Draw a line through C and H.Let it be XY.
  7. Therefore, XY is parallel to AB.
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dont know
 
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