W varies jointly with the inverse of the cube root h and directly with A; W = 5 when h = 216 and A = 200
Could someone please help me?
btw is there any key words i should know
\( W=\dfrac{A}{\sqrt[3]{h}}\)
I think they want you symbolize the word problem
so W = 3A / 20 3sqrt(h)?
your answer isn't on here
never mind
Thank you
would you mind helping with one more?
@avonniculleyy The question does not seem to be complete (didn't tell you what it expects).
M varies jointly with the inverse of the square of B and directly with the cube of b.
its telling me to describe the variation
@OOOPS
If they want the equation for W, there needs to be a proportional constant, something like C or K, because it says "M varies jointly... ", didn't say equal.
A varies directly with B is written A=kB
Is this your question, or you have another one?
I think its, M = kB^2/b^3
that was my question
What about it? M=kB^2/b^3 is not related to the earlier question, is it?
yea it is
its one of the answer
I don't see B and b in the previous question!
M varies jointly with the inverse of the square of B and directly with the cube of b.
Ah, that's different! :)
This is my last question and I want to get it right
``` M varies jointly with the inverse of the square of B and directly with the cube of b. ``` M varies, so M=k(...), ok so far?
X varies directly with the square of Y is written X=kY^2.
So it's M = kB^2 / b^3?
You have to check your answer against the question for "Directly" and "inversely" .
X varies inversely with the cube of Z is written X=k/Z^3.
So if we have X varies directly with the square of Y and inversely with the cube of Z is written X=kY^2/Z^3. (remember, this is an example, not your question).
ohh. okay
So what is your final answer?
do you mind staying here 4 a bit? and check my answer?
no problem. Work it out and post!
Will do!
is there for me 2 add u so I can text u when I need your help?
are you there @mathmate
You can message me on OS, or tag me when I'm online. Unfortunately I am on and off a lot, so message is probably more efficient.
Write a general formula to describe the variation: x varies jointly with the inverse of r and the inverse of the square of the sum of y and z.
what did you get for the previous one?
I got M = k / (B+b)^2
The question didn't say the "sum of B and b", so it cannot be right. Think of the following scheme: |dw:1420854107706:dw|
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