contrust a quadrilateral ABCD in which AB = 4cm , BC=3.8 cm , AD=3cm diagonals , AC= 5cm and diagonlsBD=4.6 write the step of construction
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-Take a straight line AB= 4 cm
-then on the compass measure a distance of 3.8 cm this is your BC, now put the needle of the compass on point B and make an big arc over B
- now take the compass and measure the distance 5 cm this is your diagonal AC, put the needle of the compass on point A and drawn an arc towards the arc you made before over B, you should get an intersecting point of the 2 arch's mark it as C
- next take measure a distance of 3 cm this is your AD place the compass over A and drawn an arc.
- then again measure the distance of 4.6 cm this is your diagonal BD and put the compass on B and draw an arc towards the arc of Ad you drew in the step above; you should get an intersecting point mark this point as D
- Finally you see you have all the four points now join the points with straight lines and your quadrilateral ABCD is done.
-then on the compass measure a distance of 3.8 cm this is your BC, now put the needle of the compass on point B and make an big arc over B
- now take the compass and measure the distance 5 cm this is your diagonal AC, put the needle of the compass on point A and drawn an arc towards the arc you made before over B, you should get an intersecting point of the 2 arch's mark it as C
- next take measure a distance of 3 cm this is your AD place the compass over A and drawn an arc.
- then again measure the distance of 4.6 cm this is your diagonal BD and put the compass on B and draw an arc towards the arc of Ad you drew in the step above; you should get an intersecting point mark this point as D
- Finally you see you have all the four points now join the points with straight lines and your quadrilateral ABCD is done.
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Answer:
the steps of construction is correct given by another
Step-by-step explanation:
here it is what it look like
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