The wavelength corresponding to maximum intensity when a piece of iron melts has to be calculated. The region of the electromagnetic spectrum in which the light falls has to be calculated. Concept Introduction: Wien’s law: The mathematical form of Wien’s law can be represented as given below. λ max × T = 2.9 m m . K The wavelengths of electromagnetic radiation and their corresponding frequencies are given below in the table. Radiation type Frequency / ( 10 14 H z ) Wavelength / ( n m ) Energy of photon / ( 10 − 19 J ) x-rays and γ - rays ≥ 10 3 ≤ 3 ≥ 10 3 Ultraviolet 8.6 350 5.7 Visible light Violet 7.1 420 4.7 Blue 6.4 470 4.2 Green 5.7 530 3.8 Yellow 5.2 580 3.4 Orange 4.8 620 3.2 Red 4.3 700 2.8 Infrared 3.0 1000 2.0 Microwaves and radio waves ≤ 10 − 3 ≥ 3 × 10 6 ≤ 10 3

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Answer 1

Question

Chapter 1, Problem 1B.13E

Interpretation Introduction

Interpretation:

The wavelength corresponding to maximum intensity when a piece of iron melts has to be calculated. The region of the electromagnetic spectrum in which the light falls has to be calculated.

Concept Introduction:

Wien’s law:

The mathematical form of Wien’s law can be represented as given below.

λmax×T=2.9 mm.K

The wavelengths of electromagnetic radiation and their corresponding frequencies are given below in the table.

Radiation type Frequency / (1014Hz) Wavelength / (nm) Energy of photon / (10−19J)
x-rays and γ- rays ≥103 ≤3 ≥103
Ultraviolet 8.6 350 5.7
Visible light
Violet 7.1 420 4.7
Blue 6.4 470 4.2
Green 5.7 530 3.8
Yellow 5.2 580 3.4
Orange 4.8 620 3.2
Red 4.3 700 2.8
Infrared 3.0 1000 2.0
Microwaves and radio waves ≤10−3 ≥3×106 ≤103

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Answer 2

Question

Chapter 1, Problem 1B.13E

Interpretation Introduction

Interpretation:

The wavelength corresponding to maximum intensity when a piece of iron melts has to be calculated. The region of the electromagnetic spectrum in which the light falls has to be calculated.

Concept Introduction:

Wien’s law:

The mathematical form of Wien’s law can be represented as given below.

λmax×T=2.9 mm.K

The wavelengths of electromagnetic radiation and their corresponding frequencies are given below in the table.

Radiation type Frequency / (1014Hz) Wavelength / (nm) Energy of photon / (10−19J)
x-rays and γ- rays ≥103 ≤3 ≥103
Ultraviolet 8.6 350 5.7
Visible light
Violet 7.1 420 4.7
Blue 6.4 470 4.2
Green 5.7 530 3.8
Yellow 5.2 580 3.4
Orange 4.8 620 3.2
Red 4.3 700 2.8
Infrared 3.0 1000 2.0
Microwaves and radio waves ≤10−3 ≥3×106 ≤103

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Answer 3

Question

Chapter 1, Problem 1B.13E

Interpretation Introduction

Interpretation:

The wavelength corresponding to maximum intensity when a piece of iron melts has to be calculated. The region of the electromagnetic spectrum in which the light falls has to be calculated.

Concept Introduction:

Wien’s law:

The mathematical form of Wien’s law can be represented as given below.

λmax×T=2.9 mm.K

The wavelengths of electromagnetic radiation and their corresponding frequencies are given below in the table.

Radiation type Frequency / (1014Hz) Wavelength / (nm) Energy of photon / (10−19J)
x-rays and γ- rays ≥103 ≤3 ≥103
Ultraviolet 8.6 350 5.7
Visible light
Violet 7.1 420 4.7
Blue 6.4 470 4.2
Green 5.7 530 3.8
Yellow 5.2 580 3.4
Orange 4.8 620 3.2
Red 4.3 700 2.8
Infrared 3.0 1000 2.0
Microwaves and radio waves ≤10−3 ≥3×106 ≤103

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Answer 4

Question

Chapter 1, Problem 1B.13E

Interpretation Introduction

Interpretation:

The wavelength corresponding to maximum intensity when a piece of iron melts has to be calculated. The region of the electromagnetic spectrum in which the light falls has to be calculated.

Concept Introduction:

Wien’s law:

The mathematical form of Wien’s law can be represented as given below.

λmax×T=2.9 mm.K

The wavelengths of electromagnetic radiation and their corresponding frequencies are given below in the table.

Radiation type Frequency / (1014Hz) Wavelength / (nm) Energy of photon / (10−19J)
x-rays and γ- rays ≥103 ≤3 ≥103
Ultraviolet 8.6 350 5.7
Visible light
Violet 7.1 420 4.7
Blue 6.4 470 4.2
Green 5.7 530 3.8
Yellow 5.2 580 3.4
Orange 4.8 620 3.2
Red 4.3 700 2.8
Infrared 3.0 1000 2.0
Microwaves and radio waves ≤10−3 ≥3×106 ≤103

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Answer 5

Chapter 1, Problem 1B.13E

Interpretation Introduction

Interpretation:

The wavelength corresponding to maximum intensity when a piece of iron melts has to be calculated. The region of the electromagnetic spectrum in which the light falls has to be calculated.

Concept Introduction:

Wien’s law:

The mathematical form of Wien’s law can be represented as given below.

λmax×T=2.9 mm.K

The wavelengths of electromagnetic radiation and their corresponding frequencies are given below in the table.

Radiation type Frequency / (1014Hz) Wavelength / (nm) Energy of photon / (10−19J)
x-rays and γ- rays ≥103 ≤3 ≥103
Ultraviolet 8.6 350 5.7
Visible light
Violet 7.1 420 4.7
Blue 6.4 470 4.2
Green 5.7 530 3.8
Yellow 5.2 580 3.4
Orange 4.8 620 3.2
Red 4.3 700 2.8
Infrared 3.0 1000 2.0
Microwaves and radio waves ≤10−3 ≥3×106 ≤103

Answer 6

Chapter 1, Problem 1B.13E

Interpretation Introduction

Interpretation:

The wavelength corresponding to maximum intensity when a piece of iron melts has to be calculated. The region of the electromagnetic spectrum in which the light falls has to be calculated.

Concept Introduction:

Wien’s law:

The mathematical form of Wien’s law can be represented as given below.

λmax×T=2.9 mm.K

The wavelengths of electromagnetic radiation and their corresponding frequencies are given below in the table.

Radiation type Frequency / (1014Hz) Wavelength / (nm) Energy of photon / (10−19J)
x-rays and γ- rays ≥103 ≤3 ≥103
Ultraviolet 8.6 350 5.7
Visible light
Violet 7.1 420 4.7
Blue 6.4 470 4.2
Green 5.7 530 3.8
Yellow 5.2 580 3.4
Orange 4.8 620 3.2
Red 4.3 700 2.8
Infrared 3.0 1000 2.0
Microwaves and radio waves ≤10−3 ≥3×106 ≤103

Answer 7

Chapter 1, Problem 1B.13E

Interpretation Introduction

Interpretation:

The wavelength corresponding to maximum intensity when a piece of iron melts has to be calculated. The region of the electromagnetic spectrum in which the light falls has to be calculated.

Concept Introduction:

Wien’s law:

The mathematical form of Wien’s law can be represented as given below.

λmax×T=2.9 mm.K

The wavelengths of electromagnetic radiation and their corresponding frequencies are given below in the table.

Radiation type Frequency / (1014Hz) Wavelength / (nm) Energy of photon / (10−19J)
x-rays and γ- rays ≥103 ≤3 ≥103
Ultraviolet 8.6 350 5.7
Visible light
Violet 7.1 420 4.7
Blue 6.4 470 4.2
Green 5.7 530 3.8
Yellow 5.2 580 3.4
Orange 4.8 620 3.2
Red 4.3 700 2.8
Infrared 3.0 1000 2.0
Microwaves and radio waves ≤10−3 ≥3×106 ≤103

Answer 8

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Answer 9

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Answer 10

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Answer 11

Ch. 1 - Prob. 1A.1AST Ch. 1 - Prob. 1A.1BST Ch. 1 - Prob. 1A.2AST Ch. 1 - Prob. 1A.2BST Ch. 1 - Prob. 1A.1E Ch. 1 - Prob. 1A.3E Ch. 1 - Prob. 1A.4E Ch. 1 - Prob. 1A.5E Ch. 1 - Prob. 1A.6E Ch. 1 - Prob. 1A.7E

Solution Summary: The author explains the mathematical form of Wien's law. The wavelengths of electromagnetic radiation and their corresponding frequencies are given below in the table.

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Radiation type	Frequency / (1014Hz)	Wavelength / (nm)	Energy of photon / (10−19J)
x-rays and γ- rays	≥103	≤3	≥103
Ultraviolet	8.6	350	5.7
Visible light
Violet	7.1	420	4.7
Blue	6.4	470	4.2
Green	5.7	530	3.8
Yellow	5.2	580	3.4
Orange	4.8	620	3.2
Red	4.3	700	2.8
Infrared	3.0	1000	2.0
Microwaves and radio waves	≤10−3	≥3×106	≤103