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Fill in the missing statements and reasons. Write only the letter of the correct answer. For items 6-9. Given: DW = RW QP bisects ZDWR Prove: ADWA = ARWA a. Given b. SSS c. SAS d. Reflexive Property Statements Reasons 1. DW = RW 1. (6) 2. QP bisects ZDWR 2. (7)- 3. 21 = L2 3. Definition of angle bisector 4. WA = WA 4. (8)_ 5. ADWA = ARWA 5. (9).

Fill in the missing statements and reasons. Write only the letter of the correct answer. For items 6-9. Given: DW = RW QP bisects ZDWR Prove: ADWA = ARWA a. Given b. SSS c. SAS d. Reflexive Property Statements Reasons 1. DW = RW 1. (6) 2. QP bisects ZDWR 2. (7)- 3. 21 = L2 3. Definition of angle bisector 4. WA = WA 4. (8)_ 5. ADWA = ARWA 5. (9).

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Prove triangle DWA and triangle RWA
Fill in the missing statements and reasons. Write only the letter of the correct answer. For items 6- 9. Given: DW = RW 1 2 QP bisects LDWR Prove: ADWA = ARWA a. Given A b. SSS c. SAS d. Reflexive Property Statements Reasons 1. DW RW 1. 2. QP bisects ZDWR 2. 3. 21 L2 3. Definition of angle bisector 4. WA = WA 4. (8). 5. ADWA = ARWA 5. (9).
Transcribed Image Text:Fill in the missing statements and reasons. Write only the letter of the correct answer. For items 6- 9. Given: DW = RW 1 2 QP bisects LDWR Prove: ADWA = ARWA a. Given A b. SSS c. SAS d. Reflexive Property Statements Reasons 1. DW RW 1. 2. QP bisects ZDWR 2. 3. 21 L2 3. Definition of angle bisector 4. WA = WA 4. (8). 5. ADWA = ARWA 5. (9).
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