Which statement is an example of the Reflexive Property of Equality? A. If p = q, then p – s = q – s. B. x + a = x + b C. x = x D. If p = q, then p + s = q + s.
It would appear to be D, if p = q, then p + s = q + s.
I need to fix A.
Reflexive Property states that for every real number x, x = x.
An example of reflexive property is CD=CD so what answer looks like that example
The Symmetric Property states that for all real numbers x and y, if x = y, then y = x.
Oh my mistake, C would be the closest answer.
A = If p=q, then p-s = q-s
Yes, so to make A an example of the reflexive property of equality, you might write If p = q, then q = p.
but yes I see, x=x just like what you said as ex: CD=CD
Thank you all.
No problem. :)
I have one more question. Could someone give me a easy example of Law of Detachment?
easest one I|dw:1422286190168:dw| could find
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