Help? http://prntscr.com/dd3nbe
May I help?
yes please
I don't really know much about this stuff
Of course. Pleasure is mine! Domain is the set of points\values that related to the independent variable (x) which make the function\equation defined! In your opinion what values of x that make the function defined?
In other words, is there any restrictions or limitation for the domain to be the whole real numbers?
not sure
Look, mate! This graph is due to a parabola that has an equation of the general form \(y=ax^2+bx+c\), which is a polynomial! and you know that any polynomial function (which has not any roots nor fractions nor logarithms) has a domain of the whole \(real\) numbers \(\Large R\).
@Theoneandonly Do you follow?
so the answer is All Real Numbers
along time ago!!
lol sorry I wasn't on then, but thank you for your help
Anyway you hit the right choice! \[\Huge\color{Coral}\checkmark\] What matters is that you got the idea! Didn't you?
yes, but I need more practice just to get the hang of it
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