Question

a. angle bisector cuts angle in half cuts segment in half d. definition of midpoint b. supplementary angles add to 180° e. complementary angles add up to 90° c. segment addition postulate adding segments together

Explanation:

Step1: Identify first image feature

Image shows an angle divided into two equal - part angles.

Step2: Match with word - bank

An angle bisector cuts an angle in half. So the first image matches with A. Angle bisector.

Step3: Second image feature

Second image shows two angles adding up to 90°.

Step4: Match with word - bank

Complementary angles add up to 90°. So the second image is E. Complementary Angles.

Step5: Third image feature

Third image shows a point B on segment AC such that AB + BC=AC.

Step6: Match with word - bank

This is the Segment Addition Postulate. So the third image is C. Segment Addition Postulate.

Step7: Fourth image feature

Fourth image shows a point B on segment AC and AB = BC.

Step8: Match with word - bank

This represents the Definition of Mid - point. So the fourth image is D. Definition of Midpoint.

Step9: Fifth image feature

Fifth image shows two angles adding up to 180°.

Step10: Match with word - bank

Supplementary angles add to 180°. So the fifth image is B. Supplementary angles.

Answer:

1. A. Angle bisector
2. E. Complementary Angles
3. C. Segment Addition Postulate
4. D. Definition of Midpoint
5. B. Supplementary angles