In Fig X and Y are two points on equal sides AB and AC of a - ABC such that AX-XY- Prove that XC - YB-

In Δ AXC and Δ AYB, we have AX=AY nbsp; nbsp; nbsp;[Given] ∠ A=∠ A nbsp; nbsp; nbsp;[Common angle] AC = AB nbsp; nbsp; nbsp; nbsp; ...

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In Fig X and ...

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In Fig X and Y are two points on equal sides AB and AC of a $Δ A B C$ such that AX=XY. Prove that XC = YB.

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Δ A B C

In Fig. X and Y are two points on equal sides AB and AC of a ΔABC such that AX = AY. Prove that XC = YB. [2 MARKS]

$In the adjoining figure, X and Y are respectively two points on equal sides AB and AC of Δ A B C such that AX = AY. Prove that CX = BY.$

X

Y

A B

A C

A X = A Y

X C = B Y

Δ A B C, A B = A C, D

E

A B

A C

A D = A E

Δ A B E ≅ Δ A C D

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