To prove that \( BC \sim BC \), Ignacio can use the Reflexive Property. The Reflexive Property states that any geometric quantity (such as a length) is congruent to itself, which means \( BC = BC \). Therefore, he can conclude that \( BC \sim BC \) based on this property.
Ignacio wants to prove that A ABC = ADCB. He says that he knows AC ~ DB because diagonals in rectangles are
congruent. What rule can he use to prove that BC ~ BC?
(1 point)
© the Reflexive Property
the Distributive Property
the HL Theorem
the Pythagorean Theorem
1 answer