Draw a rhombus, having each side of length $3.5 c m$ and one of the angles as $40^{\circ}$ .

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Solution

1. Draw a line segment $AB$ of $3.5 c m$ .
2. Draw $∠ BAX$ equal to $40^{\circ}$ .
3. With $A$ as centre and the radius equal to $A B$ , cut $A D$ at $3.5 c m$ .
4. With $D$ as centre, cut an arc of radius $3.5 c m$ .
5. With $B$ as centre, cut an arc of radius $3.5 c m$ . This arc cuts the arc of step $4$ at $C$ .
6. Join $DC$ and $BC$ .

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