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What is the greatest number of right angles that a trianglecan contain?
Wiki User
∙ 7y ago
Just the one plus 2 acute angles and so that its 3 interior angles add up to 180 degrees.
Wiki User
∙ 7y ago
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What the greatest number of obtuse angles a triangle can contain?
Just the one.
What is the greatest number of right angles can contain?
If its a triangle then just the one but if it is a square or a rectangle then 4 of them.
What is the greatest number of right angles a triangle can have?
one
What is the greatest number of right angles that a right triangle can have?
Just the one and the other two angles must then be acute angles
Which shape has the greatest number of angles?
There is no such shape since an angle can always be added to any shape.
What is the greatest number of acute angles that a triangle can contain?
3
What is the greatest number of acute angles that a right triangle can contain?
2:.
What is the greatest number of obtuse angles a triangle can contain?
One dummies.....
What the greatest number of obtuse angles a triangle can contain?
Just the one.
What is the greatest number of obtuse angles a right triangle can contain?
None
What is the greatest number of acute angles right triangle can contain?
Two. Two acute angles in a right triangle.
Ask us is the greatest number of obtuse angles a triangle can contain?
Only one of them
What is the greatest number of right angles can contain?
If its a triangle then just the one but if it is a square or a rectangle then 4 of them.
What is the greatest number of acute angles a triangle can contain?
A triangle can have up to all three acute angles. An equilateral triangle has three- sixty degree angles, which are acute.
Ask us anythingWhat is the greatest number of acute angles that a right triangle can contain?
Two of them and they must add up to 90 degrees
What is the greatest number of obtuse angles that a right triangle can contain?
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°).
What is the greatest number of obtuse angles a tringle can have?
one
