Question

Which property is illustrated by the statement, if KL = LM, then LM = KL?

Reflexive Property of Equality
Symmetric Property of Equality
Transitive Property of Equality
Division Property of Equality

If KL = LM (x = y), then LM = KL (y = x)?? Symmetric yes?

Answer 1

you were correct, its symmetric property

Answer 2

For further note:
Reflexive Property of equality:
\( x = x\)

Symmetric Property of equality:
if \(x = y\) then \(y = x\)

Transitive Property of equality:
if \(x = y\) and \(y = z\) then \(x = z\)

Division Property of equality:
if \(cx = cy\) then divide both sides by \(c\) and you get \(x = y\)

Answer 3

for last property c\(\ne\)0

Answer 4

Yes, how could I forget?