Aprēķins: BhtdvO - 1

V =

/ 3

* π

* R^³

V =

/ 3

* π

* R^³ $V$ = $\frac{4}{3}\cdot \pi\cdot R^{3}$

/ 3

* π

* R^³ = V $\frac{4}{3}\cdot \pi\cdot R^{3}$ = $V$

4* π

* R^³

/ 3

= V $\frac{4\cdot \pi\cdot R^{3}}{3}$ = $V$

4* π

* R^³ = 3* V $4\cdot \pi\cdot R^{3}$ = $3\cdot V$

R^³ =

3* V

/ 4/ π

$R^{3}$ = $\frac{3\cdot V}{4\cdot \pi}$

R = saknis(3,

3* V

/ 4/ π

) $R$ = $\sqrt[3]{\frac{3\cdot V}{4\cdot \pi}}$

R = saknis(3,

0.75* V

/ π

) $R$ = $\sqrt[3]{\frac{0.75\cdot V}{\pi}}$

R = (

0.90856* saknis(3,

/ saknis(3,

)

) $R$ = $(\frac{0.90856\cdot \sqrt[3]{V}}{\sqrt[3]{\pi}})$

R =

0.90856* saknis(3,

/ saknis(3,

)

$R$ = $\frac{0.90856\cdot \sqrt[3]{V}}{\sqrt[3]{\pi}}$