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A rhombus or a parallelogram would fit the given description providing the acute angles are equal and the obtuse angles are equal and that they all add up to 360 degrees.

Q: What polygons fit the following decryption 1 pair of Acute angels 1 pair of obtuse angels?

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There cannot be an obtuse equilateral triangle. A rhombus is an equilateral quadrilateral with two obtuse angles (and two acute ones). Not sure if that counts as an obtuse equilateral. All regular polygons with more than four sides will be obtuse and equilateral. There are also other polygons that will meet these requirements. These will be squashed polygons in the same way that a rhombus is a squashed square.

if you are talking about regular polygons, then nothing has an obtuse angle. otherwise, pretty much any shape can have an obtuse angle

Obtuse. All regular polygons with more than 4 sides are obtuse-angled. Why? Think about a square...

All regular polygons with more than 4 sides.

This depends on the polygon.For a triangle (3-sides) : maximum 1 obtuse angle.Quadrialteral (4-sides): maximum 3 obtuse angles.For polygons with more sides, it is possible for all angles to be obtuse.

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There cannot be an obtuse equilateral triangle. A rhombus is an equilateral quadrilateral with two obtuse angles (and two acute ones). Not sure if that counts as an obtuse equilateral. All regular polygons with more than four sides will be obtuse and equilateral. There are also other polygons that will meet these requirements. These will be squashed polygons in the same way that a rhombus is a squashed square.

if you are talking about regular polygons, then nothing has an obtuse angle. otherwise, pretty much any shape can have an obtuse angle

Not so sure about angels, but an irreugular trapezoid has 1 or 2 obtuse angles.

Obtuse. All regular polygons with more than 4 sides are obtuse-angled. Why? Think about a square...

106 degrees is an obtuse angle

All regular polygons with more than 4 sides.

360 degrees

Exactly two.

This depends on the polygon.For a triangle (3-sides) : maximum 1 obtuse angle.Quadrialteral (4-sides): maximum 3 obtuse angles.For polygons with more sides, it is possible for all angles to be obtuse.

A regular hexagon has 6 equal interior obtuse angles each measuring 120 degrees

yes

Triangles:)