Two friends A and B are waiting for another friend for tea. A took the tea in a cup and mixed the cold milk and then waits. B took the tea in the cup and then mixed the cold milk when the friend comes. Then the tea will be hotter in the cup of

Question

Two friends A and B are waiting for another friend for tea. A took the tea in a cup and mixed the cold milk and then waits. B took the tea in the cup and then mixed the cold milk when the friend comes. Then the tea will be hotter in the cup of (A) A (B) B (C) tea will be equally hot in both cups (D) friend's cup

Tardigrade Admin · Accepted Answer

The rate of heat loss is proportional to the difference in temperature. The difference of temperature between the tea in cup A and the surrounding is reduced, so it loses less heat, the tea in cup B loses more heat because of large temperature difference. Hence, the tea in cup A will be hotter.

Q. Two friends $A$ and $B$ are waiting for another friend for tea. A took the tea in a cup and mixed the cold milk and then waits. B took the tea in the cup and then mixed the cold milk when the friend comes. Then the tea will be hotter in the cup of

A

B

tea will be equally hot in both cups

friend's cup

The rate of heat loss is proportional to the difference in temperature. The difference of temperature between the tea in cup $A$ and the surrounding is reduced, so it loses less heat, the tea in cup $B$ loses more heat because of large temperature difference. Hence, the tea in cup A will be hotter.

Q. Two friends A and B are waiting for another friend for tea. A took the tea in a cup and mixed the cold milk and then waits. B took the tea in the cup and then mixed the cold milk when the friend comes. Then the tea will be hotter in the cup of

A

B

tea will be equally hot in both cups

friend's cup

The rate of heat loss is proportional to the difference in temperature. The difference of temperature between the tea in cup A and the surrounding is reduced, so it loses less heat, the tea in cup B loses more heat because of large temperature difference. Hence, the tea in cup A will be hotter.

Q. Two friends $A$ and $B$ are waiting for another friend for tea. A took the tea in a cup and mixed the cold milk and then waits. B took the tea in the cup and then mixed the cold milk when the friend comes. Then the tea will be hotter in the cup of

The rate of heat loss is proportional to the difference in temperature. The difference of temperature between the tea in cup $A$ and the surrounding is reduced, so it loses less heat, the tea in cup $B$ loses more heat because of large temperature difference. Hence, the tea in cup A will be hotter.