3. Which of the following is the correct ratio for Angle Bisector Theoremfor this triangle?A. BD DC = AB ACB. AC CD =DB DAС. ВС СВ - АВ ACD. DA AB =DA CD%3DA4. In PQR, AB || QR, find the value of x.A. 4 cmC. 8 cm2 cmB. 6 cmD. 10 cm3 cm9 cmR5. Which of the following must be the value of m to make XY parallel to AC?А. 10 сmВ. 12 cmC. 14 cmD. 16 cmA6 cmB7 cm18 cm

Answered: Image /qna-images/answer/e3f07708-e7aa-4e34-9460-60655d97a189.jpg

3. Which of the following is the correct ratio for Angle Bisector Theorem for this triangle? A. BD DC = AB AC С. ВС СВ 3 АВ АC B. AC CD = DB DA D. DA AB = DA CD P 4. In PQR, AB || QR, find the value of x. А. 4 сm В.6 сm С. 8 ст 2 cm D. 10 cm A B 3 cm 9 cm R 5. Which of the following must be the value of m to make XY parallel to AC? А. 10 cm В. 12 ст С. 14 ст D. 16 cm 6 cm 7 ст Y 18 cm

3. Which of the following is the correct ratio for Angle Bisector Theorem for this triangle? A. BD DC = AB AC С. ВС СВ 3 АВ АC B. AC CD = DB DA D. DA AB = DA CD P 4. In PQR, AB || QR, find the value of x. А. 4 сm В.6 сm С. 8 ст 2 cm D. 10 cm A B 3 cm 9 cm R 5. Which of the following must be the value of m to make XY parallel to AC? А. 10 cm В. 12 ст С. 14 ст D. 16 cm 6 cm 7 ст Y 18 cm

Elementary Geometry For College Students, 7e

7th Edition

ISBN:9781337614085

Author:Alexander, Daniel C.; Koeberlein, Geralyn M.

Publisher:Alexander, Daniel C.; Koeberlein, Geralyn M.

Chapter5: Similar Triangles

Section5.6: Segments Divided Proportionally

Problem 38E: In right ABC with right C,AD bisects BAC. If AC=6 and DC=3, find BD and AB. HINT: Let BD=x and...

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