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  1. AP Physics 2 Revised
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Modern Physics

Question 1
Physics 2 (2025)APConcept Practice
1 mark

What is blackbody radiation primarily defined as?

Question 2
Physics 2 (2025)APConcept Practice
1 mark

Which of the following is a characteristic of an ideal blackbody absorber?

Question 3
Physics 2 (2025)APConcept Practice
1 mark

A real-world object is heated. Under what conditions would its emission spectrum most closely resemble that of a blackbody?

Question 4
Physics 2 (2025)APConcept Practice
1 mark

A perfectly black, sealed container is placed in a room. Initially, the container is much colder than the room. What will happen over time regarding energy exchange?

Question 5
Physics 2 (2025)APConcept Practice
1 mark

What type of spectrum is emitted by a blackbody?

Question 6
Physics 2 (2025)APConcept Practice
1 mark

On a blackbody spectrum graph (intensity vs. wavelength), what does the peak of the curve represent?

Question 7
Physics 2 (2025)APConcept Practice
1 mark

Why did classical physics fail to accurately describe the blackbody spectrum, leading to the ultraviolet catastrophe?

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Question 8
Physics 2 (2025)APConcept Practice
1 mark

A blackbody has a temperature of 5800 K. Using Wien's Displacement Law, calculate the peak wavelength (λmax\lambda_{\text{max}}λmax​) of its emission spectrum, given that Wien's displacement constant (b) is approximately 2.898×10−3,m⋅K2.898 \times 10^{-3} , \text{m} \cdot \text{K}2.898×10−3,m⋅K.

Question 9
Physics 2 (2025)APConcept Practice
1 mark

Two stars have different surface temperatures. Star A has a temperature of 3000 K, and Star B has a temperature of 6000 K. According to Wien's Law, how will their peak wavelengths (λmax\lambda_{\text{max}}λmax​) compare?

Question 10
Physics 2 (2025)APConcept Practice
1 mark

A distant star has a peak emission wavelength of 290 nm. Using Wien's Displacement Law, estimate the temperature of the star's surface (Wien's constant b = 2.90×10−32.90 \times 10^{-3}2.90×10−3 m⋅K).