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Can two acute angles cannot be supplementary?
Two acute angles cannot be supplementary but they can be complementary
If two congruent angles form a supplementary they are acute angles.?
Not true because supplementary angles add up to 180 degrees and two acute angles would be less than 180 degrees.
Are two acute angles sometimes supplementary?
No,never
Are to acute angles supplementary?
no because supplementary means when 2 angles equal 180 degrees. but an acute angle is always less than 90 degrees, so two acute angles cannot add up to equal 180 degrees/be supplementary.
Are acute angles of a right triangle are supplementary?
No, they are complimentary (add to 90°) Supplementary means the two angles add to 180°
Can two acute angles cannot be supplementary?
Two acute angles cannot be supplementary but they can be complementary
What if two angles are equal and supplementary are the angles obtuse acute or right angles?
They both will be right angles that add up to supplementary angles 180 degrees
Can two acute angles be supplementary?
yes
If two congruent angles form a supplementary they are acute angles.?
Not true because supplementary angles add up to 180 degrees and two acute angles would be less than 180 degrees.
Are two acute angles sometimes supplementary?
No,never
Are to acute angles supplementary?
no because supplementary means when 2 angles equal 180 degrees. but an acute angle is always less than 90 degrees, so two acute angles cannot add up to equal 180 degrees/be supplementary.
Are acute angles of a right triangle are supplementary?
No, they are complimentary (add to 90°) Supplementary means the two angles add to 180°
Can two supplementary angles both be obtuse?
No.
What is it call when two angles are both congruent and supplementary?
Right angles.
What are two angles called when they are both congruent and supplementary?
Right angles
Can a pair of angles be supplementary and congruent?
No, a pair of angles that are supplementary will always have a sum of 180 degrees, while a pair of angles that are congruent will have the same measure. Therefore, it is not possible for a pair of angles to be both supplementary and congruent.
Can two acute angles be complimentary?
In every pair of complementary angles, both of them are acute angles.
