True or False. The domain of a function is the set of all real values for which the function is real valued.

Question

e.cociuba · Answer

I don't just want the answer, I also want an explanation if thts okay :)

anonymous · Answer

The domain of a function is the real values that the x-coordinates cross as the graph progresses. basically domain is the x-values a graph runs across. for example the line y=x. the domain is negative infinity to infinity. the graph goes on forever, concerning the x-values.

anonymous · Answer

not only does y=x hit x=1, x=2, x=3, etc., but it also hits all points in between, therefore the domain of y=x is not the set of integers but negative infinity to infinity.

e.cociuba · Answer

Oh wow thank you:) So, by this explanation I can say that the answer is True. Correct?

anonymous · Answer

i think so. the way you typed the question doesnt really make sense but from the looks of it, it's true.

e.cociuba · Answer

Haha ya I have been told tht my English sucks lol "ahem, ahem" @modphysnoob

e.cociuba · Answer

But thanks! I really appreciate it :)

anonymous · Answer

youre welcome.