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question inside!! :)

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graph A (top) graph B (bottom)
graph C (top) graph D (bottom)

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Other answers:

btw, the graphs are the answer choices :)
I'm about to run and hide.
why? haha =P lol
Because I've helped you with plenty of these exact kinds of problems. You should understand how to do them by now.
And you probably still haven't learned how to use your graphing calc.
ohhh haha :P yeah i just don't know how to tell if its the graph with that particular kind of function... we've done other kinds of functions b4 but not these kinds... and I'm still not too familiar with my graphing calc... but yeah we did other kinds of functions b4 :/
lol normally you can also use the general form of a cube \[y=x^3\] \[y^{-1}=x^{1/3}\]FORM|dw:1353890445166:dw| |dw:1353890513388:dw|
WE CAN LOOK 4 A GRAPH OF THIS FORM |dw:1353890624293:dw|
ohhh i see, so in this case, we automatically get graph B as our answer?
oh cool! thx :)
Actually, there was a negative sign afront that function, so you also have to flip it over the x-axis as well @jonask
|dw:1353892068426:dw|i had flipped it without showing sry
Bro, you're going to end up confusing her even more. Just post them on separate drawings.
I cant do that
i mean i cant do it like that i made mistake
wait what just happened?? so my answer isn't graph B?
@Hero how do you do it normally
All you had to do is post them on separate drawings. No, it is not B.
kk so how do we find the right answer then?
@Jonask, we're dealing with -x^1/3, not -x^3
i realized just now thanks ,its not really the same thing
kk so if its not B, then which graph is it? :O
|dw:1353892609349:dw| |dw:1353892711812:dw|so we need to put - in front ie reflect in x-axis(y become -y) |dw:1353892786065:dw|
so its actually either Graph C or Graph D?
cuz of the shape? of the graph?
but it is shifted to the left so the 1 ont the left is correct
x+d means d units to the left
so is that graph C or D? :O
okay :)
thx :)

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