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Heat energy is given to 80 g of alcohol (sp. heat capacity 2200 Jkg−1K−1) when its temperature rises by 20 K. If the same heat energy is given to 200 g of mercury

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Question

Heat energy is given to 80 g of alcohol (sp. heat capacity 2200 Jkg−1K−1) when its temperature rises by 20 K. If the same heat energy is given to 200 g of mercury of specific heat capacity 140 Jkg−1K−1, what is the rise in temperature?

Numerical
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Solution

For alcohol:

m = 80 g = 0.08 kg

c = 2200 Jkg−1K−1

ΔT = 20 K

Heat energy (H) = mcΔT

= 0.08 × 2200 × 20

= 3520 J

For mercury:

Heat energy (H) = 3520 J

m = 200 g = 0.2 kg

c = 140 Jkg−1K−1

Rise in temperature, $$\Delta T = \dfrac{H}{mc}$$

$$= \frac{3520}{0.2 \times 140}$$

$$= \frac{3520}{28}$$

= 125.7 K

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Chapter 10: Calorimetry - NUMERICAL PROBLEMS ON SPECIFIC HEAT CAPACITY [Page 242]

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Goyal Brothers Prakashan A New Approach to ICSE Physics [English] Class 10
Chapter 10 Calorimetry
NUMERICAL PROBLEMS ON SPECIFIC HEAT CAPACITY | Q 2. | Page 242
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