No, a trapezoid does not have four obtuse angles. A trapezoid has one pair of parallel sides and the other pair of non-parallel sides. The angles of a trapezoid can be a combination of acute, obtuse, and right angles, but it cannot have four obtuse angles.
No, a quadrilateral couldn't have four obtuse angles because the four interior angles of a four-sided quadrilateral add up to 360 degrees, and the sum of the measures of four obtuse angles would be greater than 360 degrees.
This would be a trapezoid.
No but it can have 2 equal opposite obtuse angles and 2 equal opposite acute angles
Sometimes it has an obtuse angle. If it is just a parallelogram or a rhombus, then it has two obtuse angles.\. If it is also a rectangle or a square, then it has four right angles.
No, a trapezoid does not have four obtuse angles. A trapezoid has one pair of parallel sides and the other pair of non-parallel sides. The angles of a trapezoid can be a combination of acute, obtuse, and right angles, but it cannot have four obtuse angles.
No, a quadrilateral couldn't have four obtuse angles because the four interior angles of a four-sided quadrilateral add up to 360 degrees, and the sum of the measures of four obtuse angles would be greater than 360 degrees.
No, a trapezium cannot have four obtuse angles, neither can a trapeizod.
Parallelogram
There are right angles, acute angles, obtuse angles, and straight angles.
Assuming the kite has four sides and is not a square, then yes, it must have obtuse angles.
The four angles are acute, obtuse, right, and Strait!Thank you!-Chloe Sciuto
This would be a trapezoid.
No but it can have 2 equal opposite obtuse angles and 2 equal opposite acute angles
Sometimes it has an obtuse angle. If it is just a parallelogram or a rhombus, then it has two obtuse angles.\. If it is also a rectangle or a square, then it has four right angles.
Acute, obtuse, right, and straight angles.
Four exactly? A regular hexagon has 6. But a hexagon can have four obtuse angles. A regular hexagon can be made a lot flatter so that the two angles at the sides become acute, while the remaining 4 are obtuse.