Algebra | Level 1 Math "Set"

Hey guys, I'm first year college and I need help.

Code:

Sets: E = {x|x is an event integer} F = {x|x is an odd integer} Give the elements: E ∪ F

How? ∪ = Union

Thanks

divide by 0

Originally Posted by Ex0rPl4net

divide by 0

What? example of union is.

Code:

{1, 2} ∪ {2, 3} = {1, 2, 3}.

do I need to do it like this?

Code:

x|x is an event integer odd integer

Originally Posted by Jhem

Hey guys, I'm first year college and I need help.

Code:

Sets: E = {x|x is an event integer} F = {x|x is an odd integer} Give the elements: E ∪ F

How? ∪ = Union

Thanks

Here more info to read https://books.google.co.jp/books?id=...AA%20F&f=false

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Ω this is the hard symbol and powerful in mathematics

x|x is referring to two different integers, I believe... so:

E = {2, 4}
F = {1, 5}

E U F = {1,2,4,5}

you probably should of listened in class, your teacher shouldn't ask you to do things you don't know :s

sorry i can't help.

Originally Posted by NemsOne

you probably should of listened in class, your teacher shouldn't ask you to do things you don't know :s

sorry i can't help.

Completely wrong, your professors will expect you to know everything.

Originally Posted by Boombox

Completely wrong, your professors will expect you to know everything.

shut the fuck up boombox.

Originally Posted by Psychotic

shut the fuck up boombox.

What to heck Garrett?

Originally Posted by Jhem

Hey guys, I'm first year college and I need help.

Code:

Sets: E = {x|x is an even integer} F = {x|x is an odd integer} Give the elements: E ∪ F

How? ∪ = Union

Thanks

E= {2, 4, 6, 8....} it is read as E is X such that X is an even integer (I am assuming it is a whole number as well, just in case).
F= {1, 3, 5, 7....} it is read as E is X such that X is an odd integer (I am assuming it is a whole number as well, just in case).
The union of two sets is the addition of all their elements.
Whereas, the intersection is only the common elements.

So, E U F= {1,2,3,4,5,6...∞}
However, E ∩ F= {∅}

Originally Posted by Boombox

Completely wrong, your professors will expect you to know everything.

my bad :Z im not in college yet. That's the way it works for me at the moment.

Originally Posted by Cheenku

E= {2, 4, 6, 8....} it is read as E is X such that X is an even integer (I am assuming it is a whole number as well, just in case).
F= {1, 3, 5, 7....} it is read as E is X such that X is an odd integer (I am assuming it is a whole number as well, just in case).
The union of two sets is the addition of all their elements.
Whereas, the intersection is only the common elements.

So, E U F= {1,2,3,4,5,6...∞}
However, E ∩ F= {∅}

Can you please explain a little more? how did you get their elements?

Originally Posted by Jhem

Can you please explain a little more? how did you get their elements?

It says it... it asks for even integers for E and odd integers in F, then you combine them into one.

Originally Posted by arunforce

It says it... it asks for even integers for E and odd integers in F, then you combine them into one.

Yeah, just like in the sample.

Code:

x|x is an event integer, odd integer

?

Originally Posted by Jhem

Yeah, just like in the sample.

Code:

x|x is an event integer, odd integer

?

not sure what you're trying to ask

Algebra | Level 1 Math "Set"

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