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Most substances contract on freezing . H...

Most substances contract on freezing . However, water does not belong to this category. We know that water expands on freezing. Further , coefficient of volume expansion of water in the temperature range from `0^(@)C` to `4^(@)C` is negative and above `4^(@)C` it is positive . This behaviour of water shapes the freezing of lakes as the atmospheric temperature goes down and it is still above `4^(@)C`.
If the atmospheric temperature is below `0^(@)C`

A

Ice will form from the bottom upward and the plants and animals in the lake will be displaced to the upper part of the lake.

B

Ice will form in a random manner throughout the volume of the lake and with passage of time , different segments of ice will join together to result in a collective ice mass

C

Ice will form from the surface downward and plant and animal life will survive in the water beneath

D

Water in the lake does not freeze. In fact, water in the atmospheric freezes and fall into the lake and floats on the surface of lake as ice.

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The correct Answer is:
C

Transition of ice starts from the top & decreases below to the bottom.
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Most substances contract on freezing . However, water does not belong to this category. We know that water expands on freezing. Further , coefficient of volume expansion of water in the temperature range from 0^(@)C to 4^(@)C is negative and above 4^(@)C it is positive . This behaviour of water shapes the freezing of lakes as the atmospheric temperature goes down and it is still above 4^(@)C . As the atmospheric temperature goes below 4^(@)C

Most substances contract on freezing . However, water does not belong to this category. We know that water expands on freezing. Further , coefficient of volume expansion of water in the temperature range from 0^(@)C to 4^(@)C is negative and above 4^(@)C it is positive . This behaviour of water shapes the freezing of lakes as the atmospheric temperature goes down and it is still above 4^(@)C . As the atmospheric temperature goes below 4^(@)C

The density of water at 0^@C is 0.998 g cm^(-3) at 4^@C is 1.00 g cm^(-3) . Calculate the average coefficient of volume expansion of water in the temperature range 0^@C to 4^@C .

The density of wathr at 0^@C is 0.998 g cm^(-3) at 4^@C is 1.00 g cm^(-3) . Calculate the average coefficient of volume expansion of water in the temperature range 0 to 4^C .

Draw a graph to show the variation in density of water with temperature in the temperature range from 0^(@)C to 10^(@)C .

A: Density of water is maximum at 4^(@)C . R : Water has both positive and negative temperature coefficients of volumetric expansions depending on the temperature range.

Heavy water freezes at

Water is cooled from 4^(@)C to 0^(@)C it:

Addition of impurity into water lowers the freezing point of water.

The temperature of water at the surface of a deep lake is 2^@C . The temperature expected at the bottom is

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