select the set builder notaion for the set the set of whole numbers that is greater than 14 but less than 25
\(\{x \ | \ 14 < x < 25\}\)
so that reads all x, such that x is greater than 14 and less than 15.
the | is the such that.
yes
I'm not good with set builder notaion, but shouldn't we mention something like \(x \in \mathbb{Z}\)? because it has to be set of whole numbers @zzr0ck3r
at this stage they usually dont use that. but yes.
and they did not define the universal set in the question which makes me think they dont do that YET
ah i see
@kylehenderson what are you saying yes to?
the answer was right
ahh
do you understant it?
select the set builder notion for this set (8,9,19)
not really
for a finite set \(\{a,b,c,d....\}\) we write \(\{a,b,c,d....\}\)
its just a sentence. all x such that x does something \( \{x \ | \ x \ \text{does something} \}\)
select the intersection of sets (i,n,s) and (f,i,k,,p, u) which one is correct (u) (m) (i) (f,i,k,n,p,s,u)
intersection of sets basically mean elements that these sets BOTH have. So we have {i, n, s} and {f, i, k, p, u} What elements do both sets have?
(u) (m) (i) (f,i,k,n,p,s,u)
ok, do you know what element both sets have?
no
we have sets {i, n, s} and {f, i, k, p, u} look at these elements from these sets. do you see what element both sets have?
they both have an i in the sets
ding ding ding
iknw lol
find the product write your answer in exponential form \[7^{-9}*7^{2}\]
Join our real-time social learning platform and learn together with your friends!