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Výpočet objemu válce
Z daných vztahů vyjádři veličinu uvedenou v závorce:
\large V=\pi{\left( {\Large\frac{d}{2}\large} \right) ^{2}}v\:\:\:\:\left[d\right]=?\:
\large d = 2\sqrt {\Large \frac{V}{{\pi v }}\large } = { \Large \frac{2\sqrt {V}}{{\sqrt {\pi v }}}\large }
\large d = 2\sqrt {\Large \frac{V}{{\pi v^2 }}\large } = { \Large \frac{2\sqrt {V}}{{\sqrt {\pi v^2 }}}\large }
\large d = 2\sqrt {\Large \frac{V}{{\pi^2 v }}\large } = { \Large \frac{2\sqrt {V}}{{\sqrt {\pi^2 v }}}\large }
\large d = 2\sqrt {\Large \frac{V^2}{{\pi v }}\large } = { \Large \frac{2\sqrt {V^2}}{{\sqrt {\pi v }}}\large }