I NEED TO SEE IF IM RIGHT, HELP PLEASE: Determine the intervals on which the function is increasing, decreasing, and constant. (graph shown below) - Increasing on x < 0; Decreasing on x > 0 - Increasing on x > 0; Decreasing on x < 0 - Increasing on all real numbers - Decreasing on all real numbers I believe is is increasing on all real numbers, but I need help to make sure I got it right.
@mathmale
@sweetburger
@jim_thompson5910 @jigglypuff314
yes, you are correct the graph is going uphill as you move from left to right no matter where you are on the graph
thank you! can i tag you in another question?
it's this: Determine the domain of the function. f as a function of x is equal to the square root of seven plus x. And i am really confused on what to do first
solve 7+x >= 0 for x
this ? f(x) = \[f(x)=\sqrt{7+x)}\]
the radicand (aka the stuff under the root) cannot be negative, so that's why 7+x >= 0
yes, thats it @jim_thompson5910 @sweetburger
think of 7+x as x+7
how would you get x all by itself (hint: you'll need to undo addition)
can you work me through how I'm supposed to solve this problem, or these types of problems b/c i have no idea
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