Which mathematical property is demonstrated? If w = –8 and –8 = u, then w = u. A. symmetric property of equality B. transitive property of equality C. closure property of addition D. closure property of multiplication
@TuringTest @jigglypuff314 @shamil98
this the last one
help me plzzz
symmetric property of equality is like when if a=b then b=a transitive property of equality is like when is a=b and b=c then a=c
oh
so how do u do it like the answer
this is so hard
hello anyone here
jigglypuff314 is typing a reply…
you can ask yourself if it is like the form of the properties I had stated like does If w = –8 and –8 = u then w = u look more like symmetric property of equality is like when ( if a=b then b=a ) or transitive property of equality is like when ( if a=b and b=c then a=c )
ok i still dont get it
which does "If w = –8 and –8 = u then w = u" look like more? if a = b then b = a or if a = b and b = c then a = c
idk
can i just get the answer
nvm
congrats on being the few who actually read that stuff :D I'm proud of you! now can you see that "If w = –8 and –8 = u then w = u" looks like if a = b and b = c then a = c
omg i am im so happy
…
i need help doe i dont understand it
in just going to guess on it
"If w = –8 and –8 = u then w = u" looks like if a = b and b = c then a = c and if a = b and b = c then a = c is the Transitive Property
omg it the B. transitive property of equality
lol yes ;)
is that right
omg omg omg omg omg ty ty ty ty ty ty ty
You're Welcome :)
well ik were too come if i need help tyvm
how old r u
16 years old and failing my math class :P
wattttttttttt
wat grade r u in
r u home school
it's best to take this conversation through the messaging system rather than on this question ;)
kk i will
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