A quadrilateral can have 0 to 3 acute angles, but never 4:
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)
No, It is not possible to have a quadrilatera with four acute angles because the addition of four angles for quadrilateral = 360 & acute angle is less than 90 degree
Yes.
jobby
A quadrilateral kite can have two obtuse angles and two acute angles that add up to 360 degrees.
show the drawing
3
There can be 4 different acute angles in an irregular 4 sided quadrilateral that all add up to 360 degrees.
No, It is not possible to have a quadrilatera with four acute angles because the addition of four angles for quadrilateral = 360 & acute angle is less than 90 degree
A quadrilateral may have zero, one, two, or three acute angles.
A rhombus has 2 opposite acute angles and 2 opposite obtuse angles
Yes.
No, a quadrilateral can't have three acute angles and one right angle. The angles of a quadrilateral must total 360. The three other angles of a quadrilateral with one right angle would then have to total 270 degrees. If all three were acute (less than 90 degrees), they could not total 270.
yes
jobby
A quadrilateral can have three acute angles if it is an irregular shape, specifically a type of concave quadrilateral. In such a case, the fourth angle can be obtuse or even reflex, allowing the sum of the angles to equal 360 degrees while still accommodating three acute angles. However, it's important to note that a convex quadrilateral cannot have three acute angles, as the fourth angle would then have to be obtuse to satisfy the angle sum property.
A quadrilateral is any shape with four sides; angles can be acute or obtuse. A perfect square is the only quadrilateral with only right angles.
A quadrilateral kite can have two obtuse angles and two acute angles that add up to 360 degrees.