In fig, bisectors of B and C
of ABC intersect each other in
point X. Line AX intersects side BC in
point Y. AB = 5, AC = 4, BC = 6 then AX/XY.
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Step-by-step explanation:
In ΔACY ray CX bisects angle ACY
AX = AC. -1 -property of an angle bisector
XY. YC
in ΔBAY ray BC bisects angle ABY
AX = BA. -2-property of an angle bisector
XY. BY
From 1 and 2
AX = AC. = BA
XY. YC. BY
AX = AC + BA Theoerm on equal ratios
XY. YC + BY
AX = 4+5
XY. BC
AX = 9
XY. 6
AX. = 3
XY. 2
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