Sphere VS

Find the surface and volume of a sphere that has a radius of 2 dm.


S =  50.265 dm2
V =  33.51 dm3


r=2 dm  S=4π r2=4 3.1416 2250.265550.265 dm2r=2 \ \text{dm} \ \\ \ \\ S=4 \pi \cdot \ r^2=4 \cdot \ 3.1416 \cdot \ 2^2 \doteq 50.2655 \doteq 50.265 \ \text{dm}^2
V=43 π r3=43 3.1416 2333.510333.51 dm3V=\dfrac{ 4 }{ 3 } \cdot \ \pi \cdot \ r^3=\dfrac{ 4 }{ 3 } \cdot \ 3.1416 \cdot \ 2^3 \doteq 33.5103 \doteq 33.51 \ \text{dm}^3

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