x varies inversely as y2, and x = 4 when y = 10. Find x when y = 2. A. x = 16 B. x = 5 C. x = 80 D. x = 100
doryy cant give you just the answer
Can you help me work it out then?
yes
do you recall the 2 basic forms that this type of question takes?
No.
the is the direct variation: y = kx and the indirect variation: y = k/x which one of these do you spose this question would need to use
I don't know, honestly... I haven't paid attention to math since 7th grade and now I'm in 12th and I greatly regret it.
just humor me and take a guess, its a 50/50 shot
y = k/x
lol, very good :)
so, lets use this form as it pertains to the question
"x varies inversely as y^2" tells us: y^2 = k/x "x = 4 when y = 10" are the specifics 10^2 = k/4 cam you solve for k? we need it for the next step
uh 20?
... not even close, but nice try ;)
Haha
10^2 = k/4 100 = k/4 4(100) = k 400 = k
oh okay
now, lets delete the x,y values and keep the k y^2 = 100/x ; and it asks us to find x when y = 2, so lets plug it in 2^2 = 100/x how would you suggest we solve for "x"?
uhhh i have no idea >.< I probably seem like a dumbass. :\
and k=400, not 100 ... but thats just these fat little fingers trying to type :)
these are basic algebra techniques that you will certainly have to practice more .... 2^2 = 400/x 4 = 400/x 4x = 400 x = 400/4 now what would you say x is equal to?
100
yay!!, i agree ;)
so that's the answer then right?
i hope so, or else im gonna have to go back to 3rd grade ....
>.< alright haha thanks
good luck :)
that one would take a lot of work that you presently do not have the background to solve ... post it as a new question, and let someone else have the chance to get a medal by guiding you thru it
alright. :)
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