By any chance, is your question what integers are elements of set B?
If so, what is the definition of an integer?
Because you know what an integer is, I am perplexed about your question.
\(\displaystyle Does\ 16\ have\ a\ fractional\ part?\ So\ is\ it\ an\ integer?\)
\(\displaystyle Does\ \sqrt{6}\ have\ a\ fractional\ part?\ So\ is\ it\ an\ integer?\)
\(\displaystyle Does\ -23\ have\ a\ fractional\ part?\ So\ is\ it\ an\ integer?\)
\(\displaystyle Does\ 0\ have\ a\ fractional\ part?\ So\ is\ it\ an\ integer?\)
\(\displaystyle Does\ \left(\dfrac{3}{7} - \dfrac{7}{3}\right)\ have\ a\ fractional\ part?\ So\ is\ it\ an\ integer?\)
\(\displaystyle Does\ 9\ have\ a\ fractional\ part?\ So\ is\ it\ an\ integer?\)
\(\displaystyle Think\ CAREFULLY.\ Does\ \sqrt{16}\ have\ a\ fractional\ part?\ So\ is\ it\ an\ integer?\)
I need help with this problem.
List all the elements of B that belong to the given set:
B={16, √6, -23, 0, 3/7-7/3, 9,√16}
Thank you in advance for any help....
if your trying to find what are the integers than you should know a few definitions,
> > > Integers < < <are natural numbers which are like 1, 2, 3, 4.... like numbers you count.
Then whole numbers are the natural numbers but have a zero so like 0, 1, 2, 3, ... and they can go for ever.
Integers are just whole number but both positive and negative like -3, -2, -1, 0, 1, 2...
so you should look at your list and see which one fall into that.
There is a good resource for math help that you might want to visit http://mymathmanual.com/