Réitigh HHV=(6125*0.0022)(0.999)(87-68)+8.747/0.237+1.16

$$H H V = \frac { ( 6125 \cdot 0.0022 ) ( 0.999 ) ( 87 - 68 ) + 8.747 } { 0.237 } + 1.16$$

Réitigh do V.

$$V=\frac{52958179}{47400H^{2}}$$

$$H\neq 0$$

Céimeanna chun Cothromóidí Líneacha a Réiteach

Méadaigh H agus H chun H^{2} a fháil.

$$H^{2}V=\frac{6125\times 0.0022\times 0.999\left(87-68\right)+8.747}{0.237}+1.16$$

Méadaigh 6125 agus 0.0022 chun 13.475 a fháil.

$$H^{2}V=\frac{13.475\times 0.999\left(87-68\right)+8.747}{0.237}+1.16$$

Méadaigh 13.475 agus 0.999 chun 13.461525 a fháil.

$$H^{2}V=\frac{13.461525\left(87-68\right)+8.747}{0.237}+1.16$$

Dealaigh 68 ó 87 chun 19 a fháil.

$$H^{2}V=\frac{13.461525\times 19+8.747}{0.237}+1.16$$

Méadaigh 13.461525 agus 19 chun 255.768975 a fháil.

$$H^{2}V=\frac{255.768975+8.747}{0.237}+1.16$$

Suimigh 255.768975 agus 8.747 chun 264.515975 a fháil.

$$H^{2}V=\frac{264.515975}{0.237}+1.16$$

Fairsingigh \frac{264.515975}{0.237} tríd an t-uimhreoir agus an t-ainmneoir araon a iolrú faoi 1000000.

$$H^{2}V=\frac{264515975}{237000}+1.16$$

Laghdaigh an codán \frac{264515975}{237000} chuig na téarmaí is ísle trí 25 a bhaint agus a chealú.

$$H^{2}V=\frac{10580639}{9480}+1.16$$

Suimigh \frac{10580639}{9480} agus 1.16 chun \frac{52958179}{47400} a fháil.

$$H^{2}V=\frac{52958179}{47400}$$

Roinn an dá thaobh faoi H^{2}.

$$\frac{H^{2}V}{H^{2}}=\frac{\frac{52958179}{47400}}{H^{2}}$$

Má roinntear é faoi H^{2} cuirtear an iolrúchán faoi H^{2} ar ceal.

$$V=\frac{\frac{52958179}{47400}}{H^{2}}$$

Roinn \frac{52958179}{47400} faoi H^{2}.

$$V=\frac{52958179}{47400H^{2}}$$

Réitigh do H.

$$H=\frac{\sqrt{\frac{25102176846}{V}}}{4740}$$

$$H=-\frac{\sqrt{\frac{25102176846}{V}}}{4740}\text{, }V>0$$