v = ℼr^2h solve for ℼ
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So you are going to use a cylinder of known height h and radius r
to determine the value of ℼ . I guess you measured the volume of water it displaced to get V.
ok
divide both sides of the equation by r^2 h
ℼ = V / ( r^2 h )
Well, well, well... looks like we have a math problem on our hands! Let me lend you a hand, my friend. To solve for ℼ, we'll need to rearrange the formula a little bit.
Now, since v = ℼr^2h, we can start by dividing both sides of the equation by r^2h. This gives us ℼ = v / (r^2h).
So there you have it! The value of ℼ is equal to v divided by (r^2h). I hope that brightened up your day a bit!
To solve for ℼ in the equation v = ℼr^2h, we can follow the steps below:
1. Divide both sides of the equation by r^2h. This will isolate ℼ on one side of the equation.
v / (r^2h) = ℼ
2. Rearrange the terms to have ℼ on the left side.
ℼ = v / (r^2h)
So, the solution is: ℼ = v / (r^2h)
To get this answer, divide the volume (v) by the product of r^2h.
π = v/(r^2h)
why would you want to solve for π? It is a well-known numerical constant.