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At a Given Temperature the Pressure of a Gas Reduces to 75% of Its Initial Value and the Volume Increases by 40% of Its Initial Value.

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प्रश्न

At a given temperature the pressure of a gas reduces to 75% of its initial value and the volume increases by 40% of its initial value. Find this temperature if the initial temperature was -10°C.

योग
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उत्तर

P1 = 1 atm.

P2 = `75/100 xx 1 = 3/4` atm.

V1 = x cc (suppose)

V2 = `140/100 "x" = 7/5 "x"`

T1 = - 10 + 273 = 263 K

T2 = ?

Using gas equation `("P"_1"V"_1)/"T"_1 = ("P"_2"V"_2)/"T"_2`

∴ T2 = `("P"_2"V"_2"T"_1)/("P"_1"V"_1)`

`= 3/4 xx "7x"/5 xx 263/(1 xx "x") = 5523/20`

T2 = `552.3/2 = 276.15`K = 276.15 - 273

∴ T2 = 3.15°C

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Fundamental Laws of Gases - Temperature - Volume Relationship or Charles's Law
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अध्याय 7: Study of Gas Laws - Additional Questions

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विराफ जे दलाल Simplified ICSE Chemistry [English] Class 9
अध्याय 7 Study of Gas Laws
Additional Questions | Q 8

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