Construct a right angled A PQR such that the hypotenuse PQ = 8 cm and RQ = 5.5 cm.
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FIGURE IS IN THE ATTACHMENT..
Given :
In a right angled ∆ PQR such that the hypotenuse PQ = 8 cm and RQ = 5.5 cm.
Steps for construction :
1.Draw line segment RQ = 5.5 cm
2. From VERTEX R make an angle of 90° with the help of compass.
3. From VERTEX Q draw an Arc of radius 8 cm intersecting RX.
4. The Point of intersection is P
5. Join PQ.
∆PQR is the required triangle.
HOPE THIS ANSWER WILL HELP YOU...
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Answered by
2
Steps for construction of triangle PQR :
1.Draw line segment RQ = 5.5 cm with the help of scale.
2. From point R make an angle of 90° with the help of compass.
3. From point Q draw an Arc N of radius 8 cm .
4. The Point of intersection of M and N is P.
5. Join PQ.
6.By joining PQ and using bow compass we got required triangle.
HOPE IT HELPS
THANKS
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