Imagine transferring a certain amount of heat Q to one liter of water raising its temperature by 10 degrees Celsius. If you transfer the same heat Q to two liters of water, how much will the temperature rise? O 10 °C O 20°C O 5⁰℃ 0°C

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Chapter1: Units, Trigonometry. And Vectors
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**Heat Transfer in Water: Understanding Temperature Rise**

Imagine transferring a certain amount of heat \( Q \) to one liter of water, raising its temperature by 10 degrees Celsius. If you transfer the same heat \( Q \) to two liters of water, how much will the temperature rise?

1. 10°C
2. 20°C
3. 5°C
4. 0°C

This question involves understanding the relationship between heat energy and the resulting temperature change in different volumes of water. When the same amount of heat is applied to a larger mass of water, the temperature rise is proportionally smaller. For example, if heat \( Q \) raises the temperature of one liter of water by 10 degrees Celsius, transferring the same heat \( Q \) to two liters of water would only raise their temperature by 5 degrees Celsius. 

The correct answer is: 

**5°C**
Transcribed Image Text:**Heat Transfer in Water: Understanding Temperature Rise** Imagine transferring a certain amount of heat \( Q \) to one liter of water, raising its temperature by 10 degrees Celsius. If you transfer the same heat \( Q \) to two liters of water, how much will the temperature rise? 1. 10°C 2. 20°C 3. 5°C 4. 0°C This question involves understanding the relationship between heat energy and the resulting temperature change in different volumes of water. When the same amount of heat is applied to a larger mass of water, the temperature rise is proportionally smaller. For example, if heat \( Q \) raises the temperature of one liter of water by 10 degrees Celsius, transferring the same heat \( Q \) to two liters of water would only raise their temperature by 5 degrees Celsius. The correct answer is: **5°C**
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