angles questions

Question 1 - Question: In two right triangles, an acute angle and a side of one are equal to the the angle and corresponding side of the other. Prove that the triangles are congruent. Answer: Given: In triangles ABC and DEF, BC = EF To prove: Proof: In triang..

If two angles are complementary, then each angle is => a right angle or congruent to the other or an obtuse angle or an acute angle..

Name the angle. => an acute angle or a straight angle or an obtuse angle or a right angle..

Which figures has an angle that appears to be a right angle? => Figure 2 or Figure 4 or Figure 1 or Figure 3..

Two angles are supplementary and one angle is obtuse. The other angle must be ______________. => obtuse or right angle or straight angle or acute..

If an obtuse angle is bisected, then the resulting two angles are _________. => acute angles or right angles or straight angles or obtuse angles..

If one angle of a linear pair is acute, then what is the other angle? => Acute Angle or Obtuse Angle or Right Angle or None of the above..

If supplementary angles are congruent, each of them is a _____ angle. => Obtuse or Straight or Right or Reflex..

When we bisect an obtuse angle, what type of angles do we get? => Right or One obtuse and One acute or Acute or Obtuse..

Two of the angle measures are shown in the triangle. Find the third angle. => 60° or 130° or 70° or 50°..