Question

construct a quadrilateral ABCD with the following measurements. AB=4.8 cm,BC=6.5 cm,CD=4.8 cm,DA=5.9 cm,AC= 7.5 cm. measure BD​

Answer 1

$ABCD$ is the required quadrilateral.

Step-by-step explanation:

Given,

construct a quadrilateral $ABCD$ where $AB=4.8\ cm,BC=6.5\ cm,CD=4.8\ cm,DA=5.9\ cm\ and\ AC= 7.5\ cm$

Following steps:

• Draw a line segments $AB=4.8\ cm$ using scale.
• $A$ as a center $7.5\ cm$ as radius draw an arc and $B$ as center $6.5\ cm$ as radius draw an arc which cuts the before arc at $C$
• Similarly, $A$ as center $5.9\ cm$ as radius draw an arc and $C$ as center $4.8\ cm$ as radius draw an arc which cuts the before arc at $D$
• Join $BC,CD\ and\ AD$
• Measure the length between $B\ and\ D$

Hence, $ABCD$ is the required quadrilateral.