In: Physics
What effect does increasing the mass of gas in a fixed container have on oomph/collision? Assume that volume and temperature of the container remains constant.
A. |
Increase |
|
B. |
Decrease |
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C. |
Remain the same |
Which particles have kinetic energy?
A. |
Solid particles |
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B. |
Liquid particles |
|
C. |
Gas particles |
|
D. |
Solid and liquid particles |
|
E. |
Solid, liquid, and gas particles |
The space between which particles will increase as the substance is heated?
A. |
Solid particles |
|
B. |
Liquid particles |
|
C. |
Gas particles |
|
D. |
Solid and liquid particles |
|
E. |
Solid, liquid, and gas particles |
What effect does decreasing the volume of the container have on #collision/second? Assume that the temperature and the mass of gas in the container remains constant.
A. |
Increase |
|
B. |
Decrease |
|
C. |
Remain the same |
What effect does increasing the mass of gas in a fixed container have on pressure of gas? Assume that volume and temperature of the container remains constant.
A. |
Increase |
|
B. |
Decrease |
|
C. |
Remain the same |
What effect does increasing the temperature of gas in a fixed container have on oomph/collision? Assume that the volume and the mass of gas in the container remains constant.
A. |
Increase |
|
B. |
Decrease |
|
C. |
Remain the same |
Answers ;-
(1) option A is correct
From ideal gas equation , PV = nRT , As V and T are constant so , P is directly proportional to n , where n is the number of moles which is equal to ( m / M ) , m is the mass of the gas and M is the molecular weight of the gas , So as m increases P increases which indicates number of collision increases .
(2) option E is correct , The reason is that solid particles have a very low kinetic energy so they carry that small amount and the liquid particles also having kinetic energy but smaller than gas particles and greater than the solids particles , while gas particles has very high kinetic energy among all .
(3) option B is correct , As the substance is heated the space between the liquid particles is increases and it changes to gas phase as the heating is continuous .
(4) As temperature ( T ) and mass of gas in the container ( m) is constant , from gas equation PV=nRT
PV=(m/M)*RT
PV= Constant
As the value of V is decreases then P increases which means number of collision increases .
option ( A) is correct
(5) same as (1) question
(6) from gas equation PV=(m/M)*RT
As V and m are constant , so P is directly proportional to the temperature so as the temperature is increases then corresponding pressure is also increasing which means number of collision increases .
option (A) is correct