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A piece of copper and the other of germa...

A piece of copper and the other of germanium are cooled from the room temperature to 80 K, then which of the following would be wrong statements?

A

Resistance of each increases

B

Resistance of each decreases

C

Resistance of copper increases while that of germanium decreases

D

Resistance of copper decreases while that of germanium increases

Text Solution

AI Generated Solution

The correct Answer is:
To solve the question, we need to analyze the behavior of copper and germanium when cooled from room temperature to 80 K. Let's break down the solution step by step: ### Step 1: Understand the Properties of Copper - Copper is a **good conductor** of electricity. - As temperature decreases, the resistance of conductors typically **decreases** because the thermal agitation of the atoms reduces, allowing electrons to flow more freely. ### Step 2: Understand the Properties of Germanium - Germanium is a **semiconductor**. - When the temperature decreases, the resistance of semiconductors typically **increases**. This is because the number of charge carriers (electrons and holes) decreases as temperature drops, leading to higher resistance. ### Step 3: Analyze the Statements Now, we need to evaluate the statements provided in the question regarding the resistance of copper and germanium: 1. **Statement 1**: Resistance of each will increase. - This is **wrong** because the resistance of copper decreases while the resistance of germanium increases. 2. **Statement 2**: Resistance of each is decreased. - This is **wrong** because while the resistance of copper decreases, the resistance of germanium increases. 3. **Statement 3**: Resistance of copper increases. - This is **wrong** because the resistance of copper actually decreases. 4. **Statement 4**: Resistance of copper decreases while that of germanium increases. - This is **correct**. The resistance of copper decreases and the resistance of germanium increases. ### Conclusion Based on the analysis, the **wrong statements** are: - Statement 1 - Statement 2 - Statement 3 The **correct statement** is Statement 4.
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