find the domain of the function: f(x)= 2x by working it out
what do you mean "by woring it out"?
working ....
we have to show our work and im not sure how to even do that
The domain is what it is simply because there is no numbers that make this function go bad; 2 times any number is good
show your work by drawing a graph perhaps?
|dw:1314218606522:dw|
how?
there is no spot that is NOT in the domain; so it has to be from -inf to inf
i still don't understand
how do you show infinity? you cant, there has to be some point where you let reason pervade
define the term "domain" for me, lets see if you have an understanding at that level first
nevermind
in order to be asking this level of a question, you have to have some basic concepts under your belt first.
ok, but good luck out there :)
what about if it says f(x)=2x -1 \[\le\] x \[\le\] 5 ??
that would be defineing a domain; in other words, the values for x to be used are between -1 and 5 inclusivley
how would I go about working that out step by step?
ideally, you would test all the values within the domain and check to see that they produce valid results. but maybe im not reading the "working out" part right
formal proofs and such that you work out in higher levels of math might provide an insight, but I havent gone thru those in years
being that this is a polynomial expression; it is defined such that it has no "solutions" that result in an indeterminable form such as 0/0 or some such
its linear at that which means that if its true for spot, its true for all spots since everything is lined up right after the other
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