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Do quadrilaterals have at least one right angle true or false?
yes
Do all quadrilaterals have at lease 1 right angle true or false?
no,all quadrilaterals have 4 right angles
Do all quadrilaterals have a least 1 right angle?
No.
Do all quadrilaterals at least one right angle?
No
A parallelogram that has a right angle is called a rhombus true or false?
False. Not that it's never true - squares like to satisfy the conditions of all quadrilaterals at once, so you'll always find an overlap there - but a rhombus does not need to have a right angle.
Do quadrilaterals have at least one right angle true or false?
yes
Do all quadrilaterals have at lease 1 right angle true or false?
no,all quadrilaterals have 4 right angles
Do all quadrilaterals have at least one right angle?
No. There are quadrilaterals that have no right angles.no,what about a trapizoid or rhombus
Do all quadrilaterals have a least 1 right angle?
No.
Do all quadrilaterals at least one right angle?
No
Do all quadrilaterals have a least one right angle?
Some do, some don't.
What are the quadrilaterals with one right angle?
It depends on what you mean. If you are looking for ONLY one right angle, then the only "named" quadrilateral I can think of is a kite. If you are looking for a quadrilateral with AT LEAST one right angle, then there are squares, rectangles, trapezoids, and kites. Of course, there are quadrilaterals out there without specific names with only one right angle or at least one. Hope this helps you! :-)
What quadrilaterals can have a right angle?
nun
A parallelogram that has a right angle is called a rhombus true or false?
False. Not that it's never true - squares like to satisfy the conditions of all quadrilaterals at once, so you'll always find an overlap there - but a rhombus does not need to have a right angle.
Do all quadrilaterals have 4 right angles true or false?
false
Does quadrilaterals always have a right angle?
no..for instance a parallelogram
Do all irregular quadrilaterals have no right angels?
A kite can have on right angle, even two!
