Een juiste berekening leidt tot de uitkomst\left(100:0{,}5\times2{,}0\cdot10^6=\right)4\cdot10^8~\text{(m)}^3\left(100:0{,}5\times2{,}0\cdot10^6=\right)4\cdot10^8~\text{m(m)}^3\left(100:0{,}5\times2{,}0\cdot10^6=\right)4\cdot10^8~\text{m()}^3\left(100:0{,}5\times2{,}0\cdot10^6=\right)4\cdot10^8~\text{m)}^3\left(100:0{,}5\times2{,}0\cdot10^6=\right)4\cdot10^8~\left(\text{m)}^3\right)\left(100:0{,}5\times2{,}0\cdot10^6=\right)4\cdot10^8~\left(\left(\text{m)}^3\right)\right)\left(100:0{,}5\times2{,}0\cdot10^6=\right)4\cdot10^8~\left(\text{m)}^3\right)\left(100:0{,}5\times2{,}0\cdot10^6=\right)4\cdot10^8~\left(\text{m}^3\right)\left(100:0{,}5\times2{,}0\cdot10^6=\right)4\cdot10^8~\text{m}^3\left(100:0{,}5\times2{,}0\cdot10^6=\right)4\cdot10^8~^3\left(100:0{,}5\times2{,}0\cdot10^6=\right)4\cdot10^8~^3\left(100:0{,}5\times2{,}0\cdot10^6=\right)4\cdot10^8~^3\left(100:0{,}5\times2{,}0\cdot10^6=\right)4\cdot10^8~^3\left(100:0{,}5\times2{,}0\cdot10^6=\right)4\cdot10^8~^3\left(100:0{,}5\times2{,}0\cdot10^6=\right)4\cdot10^8~^3\left(100:0{,}5\times2{,}0\cdot10^6=\right)4\cdot10^8~^3\left(100:0{,}5\times2{,}0\cdot10^6=\right)4\cdot10^8~^3\left(100:0{,}5\times2{,}0\cdot10^6=\right)4\cdot10^8~^3\left(100:0{,}5\times2{,}0\cdot10^6=\right)4\cdot10^8~m^3\left(100:0{,}\times2{,}0\cdot10^6=\right)4\cdot10^8~m^3\left(100:0\times2{,}0\cdot10^6=\right)4\cdot10^8~m^3\left(100:\times2{,}0\cdot10^6=\right)4\cdot10^8~m^3\left(100\times2{,}0\cdot10^6=\right)4\cdot10^8~m^3\left(10\times2{,}0\cdot10^6=\right)4\cdot10^8~m^3\left(1\times2{,}0\cdot10^6=\right)4\cdot10^8~m^3\left(\times2{,}0\cdot10^6=\right)4\cdot10^8~m^3\left(\times2{,}0\cdot10^6=4\cdot10^8~m^3\right)\times2{,}0\cdot10^6=4\cdot10^8~m^3\left(\times2{,}0\cdot10^6=4\cdot10^8~m^3\right.\left(\left.\times2{,}0\cdot10^6=4\cdot10^8~m^3\right.\right.\left(\left.\times2{,}0\cdot10^6=)4\cdot10^8~m^3\right.\right.\left(\left.\times2{,}0\cdot10^6=4\cdot10^8~m^3\right.\right.\left(\left.\times2{,}0\cdot10^6=)4\cdot10^8~m^3\right.\right.\left(\left.\times2{,}0\cdot10^6=)4\cdot10^8~m^3\right.\right)$\left.\times 2{,}0 \cdot 10^{6}=) 4 \cdot 10^{8} \mathrm{~m}^{3}.
Opmerking
De significantie bij deze berekening niet beoordelen.