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Mathematics 20 Online
supie:

` `

supie:

@darkknight

supie:

darkknight:

Domain: all x-values Range: All y-values

darkknight:

you have the graph, everything is basically given, you can see graphically the domain, range and the y-intercept

supie:

oh right.

darkknight:

Got it now?

supie:

Yeah, except for the part where it says y-intercept. I forgot what that was.

darkknight:

Where the function crosses the y-axis

darkknight:

Got it now?

supie:

I think so.

darkknight:

hmm, did you get 3?

supie:

For which one?

supie:

Domain, Range, or Y-intercept?

darkknight:

y-intercept

supie:

Yeah 3.

darkknight:

Okay, so the y-intercept is when the function crosses the y-axis This line in red|dw:1607387181579:dw|

darkknight:

Alright, that above was just showing what the y-axis was, sure you know that though. So now was the function in the problem growth or decay?

supie:

Growth?

darkknight:

Correct, have a good day

supie:

Thanks homie.

darkknight:

???

darkknight:

The range isn't just 1 number. nor is the domain It is all the x-values/y-values it is defined for. Basically, you are saying that The function is only defined at (9,10) which is one point

supie:

Oh ok.....

supie:

So, is it like all these numbers? Because I'm still confused...

Ashoka:

Hi there! You want to find the domain and range right? To do that, the domain is all the x-values and range is all y-values So basically if you have a function like this: https://www.desmos.com/calculator/uearfprjvi The domain is from \[(-\infty, \infty)\] because for that function all x-values are defined. But the range is not \[(-\infty, \infty)\] because we don't see y-values going below 0

Ashoka:

As of what I see on your graph, my function is similar because it uses a simple exponential function, so what do you think the range is?

darkknight:

Yes, that is a great explanation Ashoka! Welcome to QC also And now do you get it Supie?

supie:

for the 10 and 3? I'm not sure tho I'm still confused.

supie:

for the range*(

darkknight:

range is from 0 to infinity because that's where the function goes, from 0 to infinity, never does y=-1 or anything like that

Ashoka:

Yeah that is correct Darkknight, wow nice explanation, and ty for welcoming me Supie are you all good now or...

supie:

Oh ok so I'm wrong then?

darkknight:

I have no clue what u mean by the 10 and 3

supie:

same I'm jus confused.

darkknight:

You see the arrow, it points on so the function continues forever, for ex: |dw:1607389666312:dw| the domain isn't from -7 to -3, its a line so it extends forever

supie:

So the range is the function?

darkknight:

The range is from 0 to infinity

supie:

So thats what I put in there? 🤔😕🤷‍♂️

Ashoka:

yep

darkknight:

Yes. that is what u put there

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