List the elements in the specified set: {a|a ∈ W, a is greater than or equal to 3 and less than 12}
set contains 3,4,5,6,7,8,9,10,11
\[12 > a \ge 3\] a = [3, 12)
besides listing, you can use interval notation or graph to represent the elements of a set within specified parameters
ok thanks the problem i'm on now says {n| n ∈ W, is greater than 8 and less than 6}
impossible
yah ! how it could be !
that's what the book says lol
question is like you are heading east and west
ok how about this one {n|n is a prime number between 40 and 50, n ∈ N} i have no idea what "∈" means
the symbol means n belongs to N
so the value of n would be a natural number that is prime, yes?
yep
that weird E is element. meaning those are the items in a set
the symbol is called epsilon
thanks for the help guys
you r welcome
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