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Comprehension # 2
Following passage explains the effect of temperature on the vapour pressure of the liquid.

Effect of temperature on vapour pressure
The quantity of heat required to evaporate a given liquid at constant temperature is defined as the heat of vaporisation. Variation of vapour pressure with temperature is given by,

Clausius-Clapeyron equation.

logeP=ΔHvapRT+logeA

A liquid is said to be at its boiling temperature if its vapour pressure is equal to external pressure. Therefore, the boiling point of water in particular and of liquids in general decreases as an altitude of a place increases where the external pressure is less than 1atmosphere (normal b.p. of water is 373.15K at 1atmosphere)

On top of mount everest, for example, where the atmospheric pressure is only about 260mmHg, water boils at approximately 71C. Conversely, if the external pressure on a liquid is greater than 1atm, the vapour pressure necessary for boiling than normal boiling is reached later, and the liquid boils at a temperature greater than the normal boiling point.

Clausius-Clapeyron equation can be written in the following form:

A
P=AeΔHvap/RT
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B
dlog10PdT=ΔHvap2.303RT2
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C
dlogePdT=ΔHvapRT2
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D
P=AeΔHvap/RT
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Solution

The correct options are
A P=AeΔHvap/RT
B dlog10PdT=ΔHvap2.303RT2
2011346_261809_ans_018f9544f2f6466498ee394b3749f340.jpg

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