This physics problem tests your understanding of fundamental physical laws and their applications. The step-by-step solution below breaks down the problem using relevant equations and physical reasoning.

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26. Step 1: State the principle of calorimetry. Heat lost by steam = Heat gained by water. We need to consider two phases for the steam: condensation and cooling of the condensed water. Let be the final temperature.
Step 2: Calculate the maximum heat that can be gained by the water to reach . The initial temperature of water is . If the final temperature is , the change in temperature for water is . Given:
Heat gained by water () to reach :
Step 3: Calculate the maximum heat that can be lost by the steam if all of it condenses and cools to . This involves two parts:
Given:
Heat lost by condensation:
Step 4: Compare the heat values to determine the final temperature. The heat released by just the condensation of all the steam () is greater than the heat required to raise the temperature of the water to (). This means that the water will reach , and not all the steam will condense. The excess heat from the steam (if it were to cool further) is not absorbed by the water because the water itself reaches the boiling point of the steam. Therefore, the final temperature of the mixture will be .
To confirm, the mass of steam required to condense to bring the water to is: Since is less than the available of steam, the water will reach , and some steam will remain uncondensed at .
The correct option is C.
27. Good insulators are materials that trap air, which is a poor conductor. Air is an excellent thermal insulator because its molecules are far apart, reducing the frequency of collisions needed for heat transfer by conduction. Many insulating materials, like fiberglass, foam, or wool, work by trapping pockets of air.
The correct option is B.
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26. Step 1: State the principle of calorimetry.
This physics problem tests your understanding of fundamental physical laws and their applications. The step-by-step solution below breaks down the problem using relevant equations and physical reasoning.