@lizzyrockefeller
yess ?
hi
@Pizza_King
can you help me with algebra one questions? its something to do with cube roots.. :/
i will try my best took algebra 3 yrs ago
have you done lesson 11 and unit 4..? or do you need my link to it.?
@AuroraB
link please
i cant do anything it took me to the log in page and i have to get off for a few sorry
its ok
yeahhh it just brings up the log in page.. could you take a screenshot of the problem and post that??
im on a computer it wont let me, can I just send you the log in?
yeah
I sent it to you through message.
which question?
the cubed root with graphes to choose from? >.<
the unit four test
okay... but all of it?
yeah, I don't understand any of it, is that to much?
I understand some... but I'm not about to do it for your friend.
Ok well can you help us with it.? She's with me right now.
mmhmm with what I know
do you have ANY of them answered yet?
Ok that's fine. and no we were going to have some one help us out with some of them to get to know the other questions better so we can do the rest by our selves
soo the first one... \[\frac{ \sqrt{5} }{ \sqrt[3]{5} }\] you got to simplify this.. and do you remember going over properties, like exponential properties
not really :/
u.u mkay... well, the way to work this out is formed like so. \[x_{n}^{1}\] which equals \[\sqrt[n]{x}\] can you try to substitute the equation in the first question into the formula i just gave you
I think im way much worse in math than you are. cx .-. I don't even know what those letter thingys even mean.. :/ ill try tho
haha okay well basically it's gonna look like this when you simplify it \[5_{6}^{1}\] and do you get this AT ALL? better yet, does your friend?
we kinda do, so wait what do we do with 5 1/6
that's ur answer.
Ooohhh ok
hah yeah. soooo if you kinda get it... do i gotta walk you throw the next one?
yah one more and then I think we would be fine doing the rest
otay.. any in particular you want to try to help you with?
#5
hah. um.. *cough cough* okayyyy i'll try my best
lmao if its to hard I can pick a different one.
did you get my pm hun??
hope I helped..
Join our real-time social learning platform and learn together with your friends!