if the absolute temperature of a gas is increased by 3 times and pressure is reduced by 1/2 times. then what will volume become???
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Answered by
3
Hey MATE!
We know that ideal gas equation states that PV = nRT, in which 'n' and 'R' remain constant for a given gas.
When we increase the temperature by 3 times and decrease pressure to one-third
then there is some change in volume.
Let us denote the n by V°.
So the new equation is :
PV°/2 = nR(3T) -----equation 2
PV = nRT ---------- equation 1
equation 2 ÷ equation 1
=> V°/2 = 3V
=> V° = 6V
So volume increases by 6 times.
Hope it helps
HAKUNA MATATA :))
Answered by
0
Answer:It's volume is increased...
Explanation:bcz when we increase temp. Then the particle of matter(gas) are going away from initial position and when we decrease 〽 pressure the particle are going dou to large spaces ....
Hope it will help you
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