If the mass of a copper vessel is 945 grams, then find its volume in $c m^{3}$ , given, density of copper is $2.7 g / c m^{3}$ .
350

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Solution

The correct option is A 350
The relation between the mass of an object ( $m$ ), its volume ( $v$ ) and density ( $d$ ) is given by $m = d \times v$ .
Given $m = 945 grams$ , $d = 2.7 g / c m^{3}$ . Then its volume is,

$v = \frac{m}{d} = \frac{945}{2.7} = 350.00 c m^{3}$

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If the mass of a copper vessel is 945 grams, then find its volume in cm3, given, density of copper is 2.7 g/cm3.350

The correct option is A 350The relation between the mass of an object (m), its volume (v) and density (d) is given by m=d×v. Given m=945 grams, d=2.7 g/cm3. Then its volume is, v=md=9452.7=350.00 cm3

If the mass of a copper vessel is 945 grams, then find its volume in $c m^{3}$ , given, density of copper is $2.7 g / c m^{3}$ .
350

The correct option is A 350
The relation between the mass of an object ( $m$ ), its volume ( $v$ ) and density ( $d$ ) is given by $m = d \times v$ .
Given $m = 945 grams$ , $d = 2.7 g / c m^{3}$ . Then its volume is,

$v = \frac{m}{d} = \frac{945}{2.7} = 350.00 c m^{3}$