Question

Given: AC = BC; X and Y are midpoints. Prove: AX = BY

Answer 1

Step-by-step explanation:

if AC =BC , THEN

1/2AC=1/2BC. ( IF EQUALS ARE DIVIDED BY EQUALS THEN THE RESULT IS EQUAL)

AX=BY

AS THE MIDPOINTS OF ANY LINE SEGMENT DIVIDES IT INTO EQUAL PARTS....

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Answer 2

Answer:

AC = BC

AX = XC ( X is the mid point of AC)

AX = AC/2 ------1

BY = YC ( Y is the mid point of BC)

BY = BC/2

BY = AC/2 ( BC = AC ) -------2

From 1 & 2

AX = BY

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