Question

in the adjoining figure we have AB = BC, BX =BY. show that AX = CY ( using appropriate Euclid's axiom)

Answer 1

Answer:

Step-by-step explanation:

GIVEN THAT AB=BC AND BX=BY  ..................EQ 1

SO WE CAN WRITE AB= BX +XA  AND BC= BY +YC .......EQ 2

AB= AC

BX +AX =BY+YC ........... FROM EQ 2

BX +AX= BX +YC [AS  BX= BY]

BX-BX +AX= YC

AX =YC

HENCE PROVED

HOPE THIS WILL HELP YOU

Answer 2

Answer:

AB=BC

BX=BY

AB-BX=BC-BY

AX=CY

{If equals are subtracted from equals then the remainders are equal...}

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