Advertisements
Advertisements
Question
A burner raises the temperature of 360 g of water from 40°C to 100°C in 5 minutes. Calculate the rate of heat supplied by the burner.
Advertisements
Solution
m = 360 g = O .36 kg
Change in temperature, ΔT = (100 - 40)°C = 60°C = 60 K
Amount of heat required, Q = m x C x ΔT
= 0.36 x 4200 x 60 = 90720 J
Time taken = 5 min = 300 sec
Rate of heat supplied = `"Q"/"t" = 90720/300` = 302.4 J/s
APPEARS IN
RELATED QUESTIONS
Give one example where high specific heat capacity of water is used as heat reservoir ?
Figure shows a paddle wheel coupled to a mass of 12 kg through fixed frictionless pulleys. The paddle is immersed in a liquid of heat capacity 4200 J K−1 kept in an adiabatic container. Consider a time interval in which the 12 kg block falls slowly through 70 cm. (a) How much heat is given to the liquid? (b) How much work is done on the liquid? (c) Calculate the rise in the temperature of the liquid neglecting the heat capacity of the container and the paddle.

Write two advantages of high specific heat capacity of water.
Why is specific heat capacity taken as a measure of thermal inertia?
Explain, Why is it advisabile to pour cold water over burns, caused on human body, by hot solids?
Describe a method to determine the specific heat capacity of a solid (say, a piece of copper).
The specific heat capacity of water is 1 cal/g °C.
Which of the following substances (A, B and C) has the highest specific beat?

The ratio of the specific heats `c_"p"/c_"v"=gamma` in terms of degrees of freedom 'n' is given by ______.
