Question

What is the range of Variable A for the cluster?

??? to ???


http://static.k12.com/calms_media/media/1549000_1549500/1549023/1/3f26799d6c095052e3eb7012278b03a602b5946c/MS_IMC-141015-108156.jpg

Answer 1

@Data_LG2

Answer 2

@mathmate

Answer 3

hello

Answer 4

Hello i think i would take 6 to 2 am i correct?

Answer 5

if i was doing this i would play connect the dots w/ it

Answer 6

Mathmate!

Answer 7

hold on ill think

Answer 8

i got the same thing

Answer 9

Remember that this is a discrete function, meaning that the values between the dots are not part of the function.
Range is the set of all possible y-values of the function.
The range will therefore be a set of points, in this case, integer values, such as
range={2,4,5,....}
I'll let you finish the job.

Answer 10

i think 6 to 2

Answer 11

Uhhhhh so it wouldn't be 6 to 2?

Answer 12

Okay then

Answer 13

not exactly, try to write your answer in interval form or set notation.

Answer 14

Sorry i may sound like an idiot but idk what either of those two things mean xD

Answer 15

lol

Answer 16

You need these "tools" to answer your questions correctly.
If there is a list of 4 integers, in set notation, it would be:
solution = {2,4,5,8}
in interval notation, for ALL real numbers between between 4 and 6 it would be
solution = [4,6] which includes 4, 4.01, 4.001, 4.1,4.2.....5.9999999,6.
In the case of discrete variables, the interval notation may not be needed.

Answer 17

Oh my this is confusing o.o

Answer 18

Uhmmmm let my try to figure this out

Answer 19

How many different y-values can you spot from all the given dots?

Answer 20

11?

Answer 21

\(different\) y-values, give it another try, please!

Answer 22

Sorry, I should have said B-values!

Answer 23

ughhhhhhh omg this is mind numbing o.o

Answer 24

One second I'll get this

Answer 25

Actually, to save you time, you need a list of all the \(different\) B-values corresponding to the dots.

Answer 26

8? idk how am i supposed to find them?

Answer 27

Can you post a list of all the B-values that correspond to the dots?

Answer 28

Idk how to find them

Answer 29

Can you give me the coordinates of the bottom dot?

Answer 30

Oh 6

Answer 31

It's an ordered pair consisting of two numbers, like
(6,2)
6 is the A-value (horizontal axis), and
2 is the B-value (vertical axis).

Answer 32

Omg i get it I'm sorry :\

Answer 33

So 6 to 4?

Answer 34

What is 6 to 4? I am not sure I understand what you mean?

Answer 35

My range for variable A

Answer 36

No, we have found ONE B-value, which is 2 for the bottom dot.
You need ALL the B-values for all the dots.

Answer 37

I don't get this like at all and i feel like I'm wasting your time :\

Answer 38

Can you give the ordered pairs of all the dots?
THe bottom dot is (6,2), because it is 6 along the A-axis, and 2 along the B-axis.
The next dot is (5,4). I would like you to continue listing all the dots.

Answer 39

(4,5) (3,8) (2,8) (3,9) (2,9) (1,9) (1,10) (3,10) (4,10)???

Answer 40

Good! You're now ready to answer the question.

Answer 41

what do i do now?

Answer 42

Sorry, you need to correct some error first.
I don't see the bottom dot!

Answer 43

GAHHHHH! (6,2)

Answer 44

I don't see the next one either. Remember, the horizontal axis first, vertical axis second.
Order is important in ordered pairs!

Answer 45

Well i didn't list them because you already did

Answer 46

You need a list of ALL the points, please!

Answer 47

You're welcome to copy and paste!

Answer 48

Can i apologize for yelling at you I'm a tad bit frustrated

Answer 49

That's ok, I know you're probably frustrated even earlier on, but you're very close to solving the problem. Just keep it up.

Answer 50

Okay phew xD

Answer 51

(5,4) (6,2) (4,5) (3,8) (2,8) (3,9) (2,9) (1,9) (1,10) (3,10) (4,10)

Answer 52

The domain for this function is the set of the first number in all the ordered pairs, which is:
domain = {5,6,4,3,2,1}
Can you see how it was done?

Answer 53

Yes so do i take the highest and the lowest numbers from that?

Answer 54

Notice that I took 5 from the first number from the first ordered pair, 6 from the second, 4 from the third, 3 from the fourth, 2 from the fifth, I skip 3 because we alread had it, and same for 2, then added 1 and so on.

Answer 55

Okay i see

Answer 56

The range is the set of the second number of the ordered pair.
But do CHECK that your ordered pairs are correct.

Answer 57

So (6,2)?

Answer 58

You need to make a set of the second number of EACH ordered pair, similar to the way I did it for domain.

Answer 59

o_o

Answer 60

It starts like this:
range={4,2,5....}
I'll let you continue because I've got to go.
I might be able to check your answer if you can post it soon.

Answer 61

Oh okay well I'm still kinda lost but I'll make sure i solve this!

Answer 62

Can you try picking the \(second\) number from each ordered pair and put them together in braces {... }
Range is the list of the "second" number of all possible ordered pairs!

Answer 63

So (4,2,5,8,8,9,9,9,10,10,10)

Answer 64

Use braces { }, not ().
But the list is good.
All you need to do now is to eliminate the duplicate numbers.

Answer 65

@twiztTiez

Answer 66

Oh well, good night!

Answer 67

Sorry i had to do something and i forgot all about this I'm sorry :\

Answer 68

If you removed the duplications from the following, you've got the range of the function.
{4,2,5,8,8,9,9,9,10,10,10}