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instead of AD, you used AC because we know that they're equal
whenever things like that happen, it's ok because of the "substitution" property
does that make sense?
the reflexive property goes like this A = B then B = A
oops, sorry that's the symmetric property you see that the equation is symmetric, right ?
the reflexive property is A = A you are equal to yourself it's like looking your "reflection" in your mirror
if AD = AC, then AC = AD because of the? a. Reflexive property b. Symmetric property c. Transitive property d. Substitution property
the transitive property says, A = B and B =C,,, then A = C think of it as B is the "translator" and lets A connect with C, so it's called the transitive property
is that relllllllxive too?
so the answer for the last question that I just posted is C?
look at the eqn.s they look symmetric right? so it is the "symmetric" property
Okay and what about this one AC = AC because of the? a. Reflexive property b. Symmetric property c. Transitive property d. Substitution property
come on, this one is obvious :) look carefully at my notes, it explains it