construct quadrilateral. 1) AB =3.4 cm CD = 3.0 DA = 7.5 AC = 8.0 BD = 4cm.
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Answer :
Given :
AB = 3.6 cm , BC = 3.3 cm , AD = 2.7 cm , AC = 4.6 cm , BD = 4 cm.
Construction :
Step 1 : Draw segment AB of length 3.6 cm.
Step 2 : Taking A as centre draw an arc of radius 2.7 cm.
Step 3 : Taking B as centre draw an arc of radius 4 cm, which cuts the arc drawn in step 2. Point of intersection of two arcs is D.
Step 4 : Join AD and BD.
Step 5 : Taking A as centre draw an arc of radius 4.6 cm.
Step 6 : Taking B as centre draw an arc of radius 3.3 cm, which cuts the arc drawn in step 5. Point of intersection of two arcs is C.
Step 7 : Join BC , AC and CD.
ABCD is the required quadrilateral.
Given :
AB = 3.6 cm , BC = 3.3 cm , AD = 2.7 cm , AC = 4.6 cm , BD = 4 cm.
Construction :
Step 1 : Draw segment AB of length 3.6 cm.
Step 2 : Taking A as centre draw an arc of radius 2.7 cm.
Step 3 : Taking B as centre draw an arc of radius 4 cm, which cuts the arc drawn in step 2. Point of intersection of two arcs is D.
Step 4 : Join AD and BD.
Step 5 : Taking A as centre draw an arc of radius 4.6 cm.
Step 6 : Taking B as centre draw an arc of radius 3.3 cm, which cuts the arc drawn in step 5. Point of intersection of two arcs is C.
Step 7 : Join BC , AC and CD.
ABCD is the required quadrilateral.
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