how do i express the set C={x/x+6=10} in roster form
C = { 4 }
I thought the elements would contain more counting numbers?
thats just the answer i got. You could try to investigate my answer more from your own experience with this.
@LauraSmith do you know for what x values x+6 is 10?
Cool...thanks so much for your help - I was really confused with this one. Sorry to bug, but how did you arrive at that answer?
in other words how do you solve x+6=10
what is the solution to x+6 = 10
@ Freckles...Im not really sure sorry. I was hoping it could be explained somehow?
4
correct
that means that C = {x | x+6 = 10} is really the same as C = { 4 }
That's what I was assuming the answer was, but am not sure how to write that in roster form
:) awesome
its already in roaster form, there is only one element in this set because there is only one solution to x+6 = 10
aha...that's what I was looking for...that explains it all...Thanks so much :)
np :D
Fedorable...
Would you be able to help out with just one more problem - last one
C ={ X XEN and 7 ≤ X ≤ 14 }
is that the set C when \[x \in N \] and 7 ≤ X ≤ 14 ?
yes
so x is in the set of natural numbers. That inequality is from 7 to 14, so I'm thinking that all the elements from 7 to 14 which is in the interval count as long as it's a natural number. like 8 is a natural number and it's between 7 and 14
Great, so in other words...it should be C= {7,8,9,10,11,12,13,14}
yeah
Great, thanks! that's why I was confused with my previous question
I thought it was more to it...thats all
oh, sorry i couldn't get to you lol
No...you were very helpful and I think I was delayed with understanding, sorry
what the question is asking is just the set of natural numbers that's between 7 and 14 x in N means x is in natural numbers... natural numbers like 1 2 3 4 5 6.... <--- but we can't write that because it's all less than 7 though watch out some books have 0 counted as a natural number.
Yes, I was told to ignore 0
and also fractions
I meant the elements in the set of natural numbers that's between 7 and 14. there. This appears in discrete math and some other math subjects yeah 0 doesn't count and for natural numbers it's positive whole numbers.
hence they are not counting or natural
the set of integers has negatives
agreed!
speaking of which, I just solved for one :)
what math class are you in? just wondering. I've seen this in Discrete Math last semester
I have Finite Mathematics...it's pretty easy but confusing at times
oh...
Finite Mathematics and Linear Modeling
hmm interesting...
UsukiDoll
Do you agree with the answer received for the first problem?
yes
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