In a random temperature scale, water boils at `200^@ X` and freezes at `20^@ X`. Find the boiling point of liquid of a liquid in this scale at `62^@C`.

Define Sublimation and Triple point. In a random temperature scale X, water boils at 200^@X and freezes at 20^@ X. Find the boiling point of a liquid in this scale if it boils at 62^@C

In a random temperature scale X, water boils at 200 ^@X and freezes at 20 @X . Find the boiling point of a liquid in this scale if it boils at 62 ^@C .

What is Boiling point of liquid?

At the boiling point of a liquid, surface tension

Melting point of solid and boiling point of liquid.

Answer the following questions : Define boiling point of a liquid.

Boiling point of water is defined as the temperature at which:

At certain Hill-station pure water boils at 99.725^(@)C . If K_(b) for water is 0.513^(@)C kg mol^(-1) , the boiling point of 0.69m solution of urea will be:

A copper sphere of mass 500 g is heated 100^@C and then introduced into copper calorimeter containing 100 g of water at 20^@C . Find the maximum temperature of the mixture, if the mass of calorimeter is 100 g and specific heat capacity is 0.1 cal//g^@C

A sphere of aluminium of 0.06 kg is placed for sufficient time in a vessel containing boiling water so that the sphere is at 100^@ C . It is then immediately transferred to 0.12 kg copper calorimeter containing 0.30 kg of water at 25^@ C . The temperature of water rises and attains a steady state at 28^@ C . Calculate the specific heat capacity of aluminium. (Specific heat capacity of water, s_w = 4.18 xx 10^3 J kg^(-1) K^(-1) , specific heat capacity of copper s_(Cu) = 0.387 xx 10^3 J kg^(-1) K^(-1) )