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Complementary/Supplementary Proof

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Complementary/Supplementary Proof. C. E. D. 3. F. 2. 4. 1. A. B. J. G. H. Reasons. Statements. 1. Diagram; 3  1 . Given . 2. FJD is a straight angle. 2. Assumed from diagram . 3. 2 and  3 are supp.

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slide1

Complementary/Supplementary Proof

C

E

D

3

F

2

4

1

A

B

J

G

H

Reasons

Statements

1. Diagram; 3  1

  • Given

2. FJD is a straight angle

2. Assumed from diagram

3. 2 and  3 are supp.

3. If two s form a straight ,then they are supp. (Def. supp. s)

4. 2 and  1 are supp.

4. Substitution POC

slide2

X

B

A

O

Y

More Practice

Reasons

Statements

1. Given

  • Diagram; XOB  YOB

2. AOB is a straight .

2. Assumed from diagram.

3. AOX and XOB are supp.

3. If two s form a straight, then they are supp. (Def. supp. s)

4. AOX and  YOB are supp.

4. Substitution POC

slide3

X

Y

4

3

1

2

A

B

Using the Theorems

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