For a mole of an ideal gas, the pressure (P), volume (V) and temperature (T) are related by the equation PV = 8.31T where P is in kilopascals, V is in litres and T is in Kelvins. Find the approximate change in the pressure, using the differentials, when the volume increases from 12 L to 12.1 L and the temperature drops from 222 K to 217 K. dP≈

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For a mole of an ideal gas, the pressure (P), volume (V) and
temperature (T) are related by the equation
PV = 8.31T
where P is in kilopascals, V is in litres and T is in Kelvins.
Find the approximate change in the pressure, using the differentials,
when the volume increases from 12 L to 12.1 L and the temperature
drops from 222 K to 217 K.
dP≈
Transcribed Image Text:For a mole of an ideal gas, the pressure (P), volume (V) and temperature (T) are related by the equation PV = 8.31T where P is in kilopascals, V is in litres and T is in Kelvins. Find the approximate change in the pressure, using the differentials, when the volume increases from 12 L to 12.1 L and the temperature drops from 222 K to 217 K. dP≈
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