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Hi
do you understand what the limit notation is?

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Other answers:

it means find the limit of this piecewise function as it approaches 0
as x approaches... and so on
which one of the functions are approaching 0?
10x+7
I'm not sure I understand.
We have a piecewise function ... so we graph the equation 7-x^2 when x <0 7 when x = 0 10x+7 x > 0 then we have to find the limit as x approaches 0 (but we need to look at as x approaches 0 to the left and as x approaches 0 to the right). the limit is in the y-axis and it must be the same value otherwise no limit exists.
So 7
thanks UsukiDoll
nope
what is the function approaching as it gets closer and closer to 0 from the left and right?
Than it doesn't exist?
does anyone know how to graph piecewise functions in desmos?
I thought it approached 7
look at the y values of the function as the x values approaches 0
I think you are right @xamr
You do?
yep...
Alright, thanks then.
hang on b4 u medal I want to confirm
sure thing, chief
this is a very zoomed version of the three graphs on desmos.. though one seems to overlap and not show up
then you are correct @xamr
yup when I did the three graphs as x approaches 0 to the left I got 7 As x approaches 0 to the right I got 7 since the values are the same the limit as x approaches 0 is 7

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