A flask with a tap has a volume of 200cm3 when full of air, tye flask has a mass of 30.98g. the flask is connected to vacuum pump, the air is pimped put and then the tap is closed, the flask now has mass of 30.72g
calculate:
a. the mass of air in the flask before connecting to vacuum pump, in g
b. the density of the air in the flask

Respuesta :

1. 30.98g
2 D = M / V = 30.98/200 = 0.1549

(a) The mass of air in the flask before connecting to vacuum pump is 30.98 g

(b) The density of the air in the flask is 0.155 g/cm³

The given parameter:

volume of the flask, V = 200 cm³

the initial mass of the flask, m = 30.98 g

final mass of the flask = 30.72 g

To find:

  • a. the mass of air in the flask before connecting to vacuum pump, in g
  • b. the density of the air in the flask

The mass of air in the flask before connecting to vacuum pump is 30.98 g

The density of the air in the flask is calculated as:

[tex]density = \frac{mass}{volume} = \frac{30.98 \ g}{200 \ cm^3} = 0.155 \ g/cm^3[/tex]

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