What type of polygon has 3 acute angles, 1 right angle, and 2 obtuse angles? How would you construct it?

• An acute angle is an angle that measures less than $90^\circ$.
• A right angle is an angle that measures exactly $90^\circ$.
• An obtuse angle is an angle that measures greater than $90^\circ$ but less than $180^\circ$.

The figure needs three acute angles, one right angle, and two obtuse angles. This means the figure will have a total of $3 + 1 + 2 = 6$ angles. A polygon with 6 angles is called a hexagon.

To make such a figure, you would draw a hexagon. At three of its vertices, the interior angles would be acute (sharp corners). At one vertex, the interior angle would be a right angle (a perfect square corner). At the remaining two vertices, the interior angles would be obtuse (wider than a right angle but not flat).