Huge algebra question, multi part if anyone is kind enough to tackle this?
Just post it, and we'll do our best!
I have to attach it here it is
this will be challenging
if it is too huge someone can email me cgian66@yahoo.com
if you have a calculus book look there, this problem is always worked out in the maximization section
i wish i did
zebb knows this is way over my head
ok we can start it. volume of the can is \(V=\pi r^2h\)
I think for the function part, you can try to use the formula above ^ , set the radius as 1, find the height, then set radius as let's say 25, find the height. You have now 2 points, which are enough to find the equation for that :|
since we know the volume is 354 we know \(\pi r^2h=354\) and therefore \[h=\frac{354}{\pi r^2}\]
surface area, you have a top with area \(\pi r^2\) a bottom with area \(\pi r^2\) and a rectangle with area \(2\pi r h\)
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