Answer:
B.
Explanation:
The mass of the piece of copper is equal to 121.2 g when its specific heat capacity is 0.385 J/g°C.
The specific heat capacity can be described as the amount of heat required to raise the temperature in one kilogram of a substance by one-degree Celcius.
The temperature of the material will change whenever the heat is absorbed or lost by it.
Q = mCΔT
Given, the amount of energy transferred, Q = 3500 J
The change in the temperature = 225 - 150 = 75 °C
The specific heat capacity of the copper, C = 0.385 J/g°C
The mass of the piece of copper for the given change in temperatures can be calculated as:
3500 J = m × (0.385 J/g°C) × 75°C
m = 121.2 g
Therefore, the mass of the piece of copper is equal to 121.2 g.
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Answer:
121 on edge 23
Explanation:
Answer:
J
Data;
The is the rate of energy used to time. It is the measure of expedience of energy.
a). How many minutes is the dryer used in a month.
Assuming there 30 days in a month;
This shows that the dryer is used 300 minutes in a month.
b). How many hours is the dryer used in a month.
To solve this problem, we simply need to convert the value of (a) from minutes to hours.
The dryer was used for a total of 5 hours in a month.
c). The power of the dryer in kilowatt.
To convert the power in watt to kilowatt, we divide by 1000.
The power in kilowatt is 1.2kw
d). How many kilowatt/hr of electricity used in a month.
The dryer consumes 6kw/h in a month.
e). If the town charges $0.15/kwh, the cost in a month
The cost of the dryer in a month is $0.9.
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B: 156 kPa
C: 326 kPa
D: 376 kPa