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@darkknight
Domain: all x-values Range: All y-values
you have the graph, everything is basically given, you can see graphically the domain, range and the y-intercept
oh right.
Got it now?
Yeah, except for the part where it says y-intercept. I forgot what that was.
Where the function crosses the y-axis
Got it now?
I think so.
hmm, did you get 3?
For which one?
Domain, Range, or Y-intercept?
y-intercept
Yeah 3.
Okay, so the y-intercept is when the function crosses the y-axis This line in red|dw:1607387181579:dw|
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?
Growth?
Correct, have a good day
Thanks homie.
???
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
Oh ok.....
So, is it like all these numbers? Because I'm still confused...
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
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?
Yes, that is a great explanation Ashoka! Welcome to QC also And now do you get it Supie?
for the 10 and 3? I'm not sure tho I'm still confused.
for the range*(
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
Yeah that is correct Darkknight, wow nice explanation, and ty for welcoming me Supie are you all good now or...
Oh ok so I'm wrong then?
I have no clue what u mean by the 10 and 3
same I'm jus confused.
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
So the range is the function?
The range is from 0 to infinity
So thats what I put in there? 🤔😕🤷♂️
yep
Yes. that is what u put there
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