In ΔABC, AB=BC and BX=BY, show that AX=CY
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Given :- AB = BC and BX = BY
To prove :- AX = CY
AX + BX = CY + BY
AX + BX = CY + BX (BX = BY)
AX = CY
Answered by
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Answer: PROVED
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Step-by-step explanation:
We Know,
AB=BC(given)
AX + BX = CY + BY
Also, BX = BY
THEREFORE AX + BX = CY + BX
AX = CY
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