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More- each angle is over 90 degrees.

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Q: Are the angles in a hexagon less or more than right angles?
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Related questions

What has 1 less vertex than a hexagon and 2 more angles than a triangle?

1 vertex less than a hexagon is a pentagon. 2 angles more than a triangle is a pentagon.


What has exactly 2 right angles and 2 or more lines of symmetry?

An irregular hexagon


What is a hexagon shape with exactly one pair of perpendicular sides?

Draw a right angle corner, then add 4 more sides that are NOT right angles...


What is an angle of less than 45 degrees?

Angles less than 90 = actute Angles of 90 = right angle Angles more than 90 = obtuse Angles more than 180 = reflex


What is the difference between 5 acute 2 obtuse and 5 right angles?

There are fewer obtuse angles than the other two kinds. There are the same number of acute and right angles and so the sum of the measures of the acute angles will be less than 5 right angles. The sum of two obtuse angles will be less than 5 right angles but may be less than, equal to, or more than 5 acute angles.


A figure with 4 equal sides and2 less than right angles and2 more than right angles is called?

A rhombus.


Can a hexagon have more than 8 sides?

No. A hexagon can only have six sides. No more, no less.


How many right angles on all faces does a 3d hexagon have?

There is no such thing as a 3d hexagon. Regular hexagons cannot form a 3d shape.


What is a nonregular hexagon?

It is a hexagon in which either one [or more] of the sides is of a different length from the rest or one [or more] of the angles is of a different measure from the rest [or both].


What has more sides than a quadrilateral but fewer angles than a hexagon?

A pentagon?


Is one prt of the hexagon is more or less 25 percent?

The answer depends on how the hexagon is partitioned.


What has 4 right angles and and 2 congruent sides?

There is no shape with exactly 4 right angles and 2 congruent sides.A rectangle has 4 right angles and 2 pairs of congruent sides - 4 sides in all. But if the numbers in the question are not limiting, then there are many more shapes. An irregular hexagon with the following shape, will meet the requirements if its height is the same as its base.___|....\|......\___!_______|There are lots more shapes with more sides.