Construct a quadrilateral MORE where MO = 6 cm ,OR = 4.5 cm, $∠ M = 60^{\circ}, ∠ O = 105^{\circ}, ∠ R = 105^{\circ}$ .

Open in App

Solution

Steps of Construction:

1. Draw MO = 6 cm.
2. At O construct an angle of $105^{\circ}$ and draw a ray.
3. Draw an arc of radius 4.5 cm intersecting the ray at R.
4. At R construct an angle of $105^{\circ}$ and draw a ray.
5. At M construct an angle of $60^{\circ}$ and draw a ray.
6. Let these two rays intersect at a point. Let it be E.
7. Quadrilateral MORE is the required quadrilateral.

Suggest Corrections

Similar questions

∠ M = 60^{\circ}, ∠ O = 105^{\circ}, ∠ R = 105^{\circ}

M O R E

M O = 6 c m, O R = 4.5 c m, ∠ M = 60^{o}, ∠ O = 105^{o}

∠ R = 105^{o}

M O R E

M O = 6 c m

O R = 4.5 c m

∠ M = 60^{o}

∠ O = 105^{o}

∠ R = 105^{o}

□ M O R E

Construct the Quadrilateral $M O R E$ where
Given $M O = 6 c m$ , $O R = 4.5 c m$ , $∠ M = 60^{\circ}, ∠ O = 105^{\circ} ∠ R = 105^{\circ}$

M O R E

M O = 6 c m

O R = 4.5 c m

∠ M = 60^{o}

∠ O = 105^{o}

∠ R = 105^{o}

Join BYJU'S Learning Program