Question: BC bisects LABD. BC bisects LABD. A (7x - 3) (5x - 3) C (6x + 7) 2 D (6x - 8) B B -

 BC bisects LABD. BC bisects LABD. A (7x - 3) (5x

BC bisects LABD. BC bisects LABD. A (7x - 3) (5x - 3) C (6x + 7) 2 D (6x - 8) B B - D Note: Figure not necessarily drawn to scale. Note: Figure not necessarily drawn to scale. a. c = a. x = b. LABC = degrees b. LABC = degrees c. ZCBD = degrees c. ZCBD = degrees d. LABD = degrees d. LABD = degrees BC bisects LABD. The figure shows M between A and B. 13 A M 7x + 9 B (7ac - 2) -20 29 B D a. Find a : b. Find AM: c. Find MB : d. Find AB : Note: Figure not necessarily drawn to scale e. What is the coordinate of M? a. C = b. LABC = degrees c. ZCBD = degrees d. LABD = degrees B is the midpoint of the line AC. 5(x + 4) x +8 5 A B a. C = b. AB = c. BC = d. AC =

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