If m varies directly as the square root of y, inversely as p^2, and directly as n, what happens to m when y is quadrupled, p is tripled, and n is multiplied by 5?
Answer choices:
so... m = k y^0.5 p^-2 n? do this: m'=k (4y)^0.5 (3p)^-2 5n
@RichGrl20 does that help?
@Peter14 : Yes, it does! Thanks. :D
glad to help. anything else?
@Peter14 : Um... I'm not too sure how to figure out what happens to m. I know that each equation models what is said in the description, but I don't know how to use those to find out what change is applied to m, if any.
apply the exponents to the numbers I put in
just ignore k
here, there's an easier way. go back to the first equation I made, except leave out the k
m=y^0.5 p^-2 n plug in a 1 for each of those numbers. then go back and change each number as specified in the description of the problem at the top
@RichGrl20 does that help?
I may have done it wrong, but I'm not getting any of the answer choices...
set it up for me
@RichGrl20 it is one of the answer choices, do it here so I can see where you made a mistake
nevermind, I have to go to bed now because it's 10:35 PM in China.
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