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All the heat that you just found to be made in Room B is transferred to room A. Room A is initially 63 degrees and it contains 30,000 grams of air (specific heat is 1.00 J/g per 1 degree Celsius). Which formula will help you solve for the final Temperature in Room A.*
A.) m = (q) / (change in Temperature) (c)
B.) (change in Temperature) = (q)/(m) x (c)
C.) (Final Temperature) = [(q)/(m) x (c)] + Initial Temperature
D.) (Initial Temperature) = Final Temperature - [(q)/(m) x (c)]

Respuesta :

Answer:

Please check your answer. My dear friend, I hope you will got your answer to your question.

Step-by-step explanation:

The correct formula to solve for the final temperature in Room A after all the heat from Room B is transferred is:

C.) \( \text{Final Temperature} = \left( \frac{q}{m \times c} \right) + \text{Initial Temperature} \)

This formula accounts for the heat (q) transferred, the mass of the air in Room A (m), the specific heat capacity of air (c), and the initial temperature of Room A. By using this formula, we can calculate the final temperature in Room A.

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