Select all of the following true statements if R = real numbers, I = integers, and W = {0, 1, 2, ...}. a) W ⊂ I b) R ⊂ W c) 0 ∈ I d) Ø ⊂ R e) {0, 1, 2, ...} ⊆ W f) -2 ∈ W
One approach to this is to eliminate what definitely is not true
It's kinda difficult to explain this without saying what the answers are. Any ideas @Zarkon ?
I would start with the definitions of subset and element of...I guess
for \(W\subset I\) is every element of \(W\) an element of \(I\)?
yes
a, b, c, d, and f???
so the first one is true then
for b) is every real number also a member of the set \(W\)?
yes
-5 is a real number...is it an element of \(W\)?
oh, no.
what does that tell you?
Thanks! I see it now.....
good
I am going to retire for the night now. Thank you all again!! I'll be back tomorrow!!
night
good night!
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