H=20cm=0,2(m)
\(m_{nc}=m_{hg}\)
\(\Leftrightarrow S.h_{nc}D_{nc}=S.h_{hg}D_{hg}\)
\(\Rightarrow\frac{D_{nc}}{D_{hg}}=\frac{h_{nc}}{h_{hg}}\Rightarrow\frac{D_{nc}+D_{hg}}{D_{hg}}=\frac{h_{nc}+h_{hg}}{H_{nc}}=\frac{0,2}{h_{nc}}\Rightarrow\left\{{}\begin{matrix}h_{nc}=\frac{D_{hg}.0,2}{D_{nc}+D_{hg}}=...\\h_{hg}=\frac{D_{nc}0,2}{D_{nc}+D_{hg}}=...\end{matrix}\right.\)
mà
\(p=\frac{10Sh_{nc}D_{nc}+10Sh_{hg}D_{hg}}{S}=10\left(D_{nc}h_{nc}+D_{hg}h_{hg}\right)=...\)