Which sets of numbers are closed under addition? Choose all answers that are correct. A. {0, 2, 5, 8} B. even integers C. rational numbers D. {0}
Medal and Fan!!!!!!!
if the sum of any 2 numbers in the set does not equal a member of the set then its not closed under addition
so do you think the first set is closed under addition?
umm......hmmmm yes?
5 + 8 = 13 is 13 a member of the set?
A is not closed under addition
What he means is if you add 2 numbers together in the set, and if it equals a number inside the set, then it is closed under addition, and if the value is not a number in the set, it is not closed under addition.
Same with subtraction, division and multiplication.
*she plz
oh ok so its a and b?
no - we have just shown that A is NOT closed under addition
B is closed because if you take any 2 even integers and add them the result will always be another even integer
a is not closed under addition because 5 + 8 = 13 and 13 is not a member of the set
get it?
Now for B, if you take an even number and add it by an even number you will get an even number so B is correct. Is there another one that is correct?
Look at C. What happens when you take a rational number and add another rational number? Do you always get another rational number?
so c is correct too? @MDoodler
@TheEdwardsFamily - do you see why A is not closed ?
yes C is correct - you'll always get a rational number when you add in this set
They have a real problem with thiere user interface. It is hard to submit anything when you get to the bottom of the browser
@TheEdwardsFamily A is not correct. B is correct. C is correct too
yes - you can't press the blue POST box ?
No I cannot
If I use IE, it wants me to download a Javascript file
whats the blue post box???
OK hold down Shift and Tab together and Press ENter That should do it
Ok thank you!!
HAHA shift and tab gives me their Ajax code
@TheEdwardsFamily - the pace where you click to post an answer
On Chrome
yea I'm on chrome I dont like IE
I like IE 11, which is the first IE I have ever liked
On Chrome, when I use shift and tab it pops up their ajax code
Hmmm try again
Hmm
tab and enter does the trick. Just testing sdfsf sdfsdfs sdfsf sfsd f
oh ok
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