Answer :
Given:
Density = .92 g / cm³
Volume = 1.8 kg
= (1.8 * 1000) grams
= 1800 grams
Now,
[tex]Density (d) = \frac{Mass (m)}{volume(v)} [/tex]
[tex]volume (v)= \frac{mass(m)}{density(d)} [/tex]
[tex]volume (v)= \frac{1800}{.92} [/tex]
[tex]volume (v)= 1956.521739[/tex]
[tex]volume (v)= 1956.5~ cm^{3} [/tex]
So, the volume of 1.8 kg of ice is 1956.5 cm³
Density = .92 g / cm³
Volume = 1.8 kg
= (1.8 * 1000) grams
= 1800 grams
Now,
[tex]Density (d) = \frac{Mass (m)}{volume(v)} [/tex]
[tex]volume (v)= \frac{mass(m)}{density(d)} [/tex]
[tex]volume (v)= \frac{1800}{.92} [/tex]
[tex]volume (v)= 1956.521739[/tex]
[tex]volume (v)= 1956.5~ cm^{3} [/tex]
So, the volume of 1.8 kg of ice is 1956.5 cm³
