- #1
toasticles
- 13
- 0
if Cost(r)=0.01(2[tex]\pi[/tex]r2+v/[tex]\pi[/tex]r2(2[tex]\pi[/tex]r))+0.015(4[tex]\pi[/tex]r+v/[tex]\pi[/tex]r2)
v=hpir2
how does one show for the optimal radius/height for any volume i.e. where the cost will be the minimum for that volume?
all my attempts have ended with 0=0
help please? i'll give you cookehz ^^
v=hpir2
how does one show for the optimal radius/height for any volume i.e. where the cost will be the minimum for that volume?
all my attempts have ended with 0=0
help please? i'll give you cookehz ^^
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