Question

Create a set of numbers and call the set N. Describe a subset of N and explain why it is a subset of N.

Answer 1

need help have to show work

Answer 2

Ok let \( N=\{1,2,3,4,5,6,7,8,9\}\)

Answer 3

Let the subset of N be called S
S is a subset of N if every element of S is an element of N
So give an example of S

Answer 4

ummm confuse

Answer 5

Ok we chose \( N=\{1,2,3,4,5,6,7,8,9\}\)
right?

Answer 6

yes

Answer 7

Now we need to find a subset
Do u know the definition of a subset

Answer 8

yes it means to make it short

Answer 9

kinda but ok
So there can be many subsets of N Can you list me one

Answer 10

i cant

Answer 11

So ill give you one example
Let S be the subset of N
\( S=\{2,3,4,7\} \)
As we see every element of S is an element of N
Can you give me another example where every element of the subset will be included in the set N?

Answer 12

ok 1,3,5,7 i guess

Answer 13

YAHOOOOO YUP

Answer 14

:)

Answer 15

ok you got the explanation though. you just give the definition of the subset like i gave above

Answer 16

umm

Answer 17

a set consisting of elements of a given set that can be the same as the given set or smaller.

Answer 18

idk I like to put it this way but your way is correct too
Every element of S is included in the original set N and therefore S is a subset of N

Answer 19

soo can tell me the answer n explain it n show the work

Answer 20

Let S be the subset of N
S={2,3,4,7}
As we see every element of S is an element of N
S is a set that consists of elements of N that is smaller than N and therefore S is a subset of N

Answer 21

ok I gtg that is the answer

Answer 22

Bye