Parallelogram, rhombus, trapezium and any other q/lateral that is neither a square nor a rectangle.
parallelograms, rhombuses, & hexagons
A certain type of a quadrilateral can have 3 obtuse angles providing that all of its 4 interior angles add up to 360 degrees
No not never can a triangle have 3 obtuse angles but it can have 3 acute angles
of course, remembr that quadrilaterals have four sides... .. .. .. .. .. . . .. ...
There is no three-sided shape with two obtuse angles, because the three interior angles of a three-sided shape, which is a triangle, add up to 180 degrees, and two obtuse angles would be over 180 degrees.
parallelograms, rhombuses, & hexagons
A certain type of a quadrilateral can have 3 obtuse angles providing that all of its 4 interior angles add up to 360 degrees
A right triangle cannot contain any obtuse angles. The right angle represents 90° and the total of all three angles must be 180°. There is only 90° left for the remaining two angles, so neither can be obtuse (greater than 90°).
No not never can a triangle have 3 obtuse angles but it can have 3 acute angles
There can be at most 3 obtuse angles in a quadrilateral.
There can be 10 obtuse angles. If there are no reflex angles there can by up to three acute angles (I think).
of course, remembr that quadrilaterals have four sides... .. .. .. .. .. . . .. ...
There is no three-sided shape with two obtuse angles, because the three interior angles of a three-sided shape, which is a triangle, add up to 180 degrees, and two obtuse angles would be over 180 degrees.
Yes.
it is a kite ! it has 2 pairs of equal sides and three obtuse angles by ansu
The angles are, acute, obtuse, right, straight, and reflex.
A quadrilateral can have 0 to 3 acute angles, but never 4:A rectangle and a square are both quadrilaterals with four right angles, hence they have no acute angles.A kite-shaped figure can have one acute and three obtuse angles, or three acute and one obtuse angles.A parallelogram and a rhombus have two acute and two obtuse angles.The sum of the interior angles of any quadrilateral is 360º; thus it would be impossible for all angles to be acute (less than 90º each)