Attaching question about graph. FINAL EXAM TOMORROW PLEASEE HELP
Need to know how to do A and C
Also e, f, g, and h
ok, what is the value of f(x) where x=2
and the value of g(x) when x=4
You @brittlynn need to ask questions please :)
what is it about the questions you don't understand?
Part a) f(2)-g(4) = 0-(-2) = 2
^ I see how you did that one
Part c) f(-1)/g(-1) = 3/1 = 3
and I just dont know how to do them, or what they're asking really
y = f(x) = f(2) means when x is 2 what is the value of y
part e) Domain of a function is the range of possible x values in this case. x is the independent variable. In the graph of f(x) - the rage is x=-2 to x=4 The domain of f is the interval [-2,4]
If there were open circles at the end, the interval would not include the endpoints, so you would use (-2,4) parenthesis
is f -3?
f means function... y=f(x) means y is a function of x
oh i meant f like the problem sorry
Part f) on which intervals is g(x) decreasing? This means when is the slope negative. When does the y value decrease for increasing x values. answer: from x=-3 to x=+3
as you can see on the other 2 intervals (-infinity to -3) and (3 to +infinity) the slopes are positive and the function g(x) is INCREASing.
that makes sense
now just d, h and g. ha :( thank you so much though
oh no, MSU. haha i went to u of m... booo
hahaha what a coincidence. well I guess I can't say anything considering youre teaching me this stuff
Is this the actual final online? do you just need the answer? or actually learn how to do this?
i actually need to learn how to do it, its a sample final
ok
is the relative max just where the graph is the highest point?
@brittlynn what textbook are you using?
I dont have a textbook
part d) (f o g)(x) = (f o g)(2) = f(g(x)) Find g(2) then put that number into f(that number)
:O have checked out the Khan Academy videos on YouTube?
never heard of them
They are fast paced, check it out.
part d) (f o g)(2) = f(g(2)) g(2) = -2 f(g(2))= f(-2) = 5
yeah khan academy is a good place to learn, i used that site for linear algebra and diff eq
He has an MBA from Harvard and knows how to talk fast.
His BSc is from MIT in electrical engineering and he builds everything up from the basics.
I watched a minute or so, I like it
I'm not so sure it's a good idea to go there the night before a final exam, but you know know for next time :)
If you want a puritan mathematician's POV try N J Wildberger on You Tube.
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