Step 1

Volume of sphere:

\(\displaystyle{v}={\frac{{{4}}}{{{3}}}}\) or \(\displaystyle{r}^{{{3}}}\)

where \(\displaystyle{r}=\text{radius of sphere}\)

Step 2

Given diameter of sphere \(\displaystyle{d}={2}{c}{m}\)

radius of sphere

\(\displaystyle{r}={\frac{{{d}}}{{{2}}}}={\frac{{{2}}}{{{2}}}}={1}{c}{m}\)

Now, volume of sphere

\(\displaystyle={\frac{{{4}}}{{{3}}}}\) or \(\displaystyle{r}^{{{3}}}\)

\(\displaystyle={\frac{{{4}}}{{{3}}}}\) or \(\displaystyle{\left({1}\right)}^{{{3}}}\)

\(\displaystyle={\frac{{{4}}}{{{3}}}}\times{3.14}\)

\(\displaystyle={4.186667}\)

Volume of sphere

\(\displaystyle\approx{4.19}\) cubic centimeters.

Volume of sphere:

\(\displaystyle{v}={\frac{{{4}}}{{{3}}}}\) or \(\displaystyle{r}^{{{3}}}\)

where \(\displaystyle{r}=\text{radius of sphere}\)

Step 2

Given diameter of sphere \(\displaystyle{d}={2}{c}{m}\)

radius of sphere

\(\displaystyle{r}={\frac{{{d}}}{{{2}}}}={\frac{{{2}}}{{{2}}}}={1}{c}{m}\)

Now, volume of sphere

\(\displaystyle={\frac{{{4}}}{{{3}}}}\) or \(\displaystyle{r}^{{{3}}}\)

\(\displaystyle={\frac{{{4}}}{{{3}}}}\) or \(\displaystyle{\left({1}\right)}^{{{3}}}\)

\(\displaystyle={\frac{{{4}}}{{{3}}}}\times{3.14}\)

\(\displaystyle={4.186667}\)

Volume of sphere

\(\displaystyle\approx{4.19}\) cubic centimeters.