no it has two acute acute and two obtuse
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. All parallelograms, except their degenerates form (rectangles), must have two obtuse angles.
rhombus
A figure with exactly one pair of opposite sides can have only two sides in total and so is simply an obtuse angle.A figure with exactly one pair of opposite sides can have only two sides in total and so is simply an obtuse angle.A figure with exactly one pair of opposite sides can have only two sides in total and so is simply an obtuse angle.A figure with exactly one pair of opposite sides can have only two sides in total and so is simply an obtuse angle.
Parallelogram
Exactly two.
no it has two acute acute and two obtuse
"z" has two acute angles a triangle can have 3 acute angles but also will have a angle >= 60degrees acute (also note for every acute angle a obtuse angle is formed the sum of the obtuse and acute angle will = 360) because of this a arrow is the only shape with two acute angles and 1 obtuse
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.
A trapezium
Yes. All parallelograms, except their degenerates form (rectangles), must have two obtuse angles.
A daimond or rhombus
rhombus
a diamond does. There are two obtuse angles in it.
A figure with exactly one pair of opposite sides can have only two sides in total and so is simply an obtuse angle.A figure with exactly one pair of opposite sides can have only two sides in total and so is simply an obtuse angle.A figure with exactly one pair of opposite sides can have only two sides in total and so is simply an obtuse angle.A figure with exactly one pair of opposite sides can have only two sides in total and so is simply an obtuse angle.
56678 Shape is called a rhombus