can we construct a quadrilateral PQRS in which QR =8cm angle P =70°angle Q=160° PQ =5cm and angle R =135 °
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Step-by-step explanation:
1. Draw QR of length 8cm.
2. Cut an arc of 12 cm from Q and 6 cm from R. Their point of intersection is S.
3. Cut an arc of 7 cm from Q and 11cm from R. Their point of intersection is P.
4. Join PQ, PS, SR, QR.
PQRS is the required quadrilateral.
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Answer:
no we cannot construct a quadrilateral with these aspects because the sum is exceeding the total value of 360 degree
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