The temperature in degree Fahrenheit needs to be converted to the Kelvin scale. Concept Introduction: The Kelvin and degree Fahrenheit are scales of measuring temperature. The relation between two scales is as follows: ( 32 ° F − 32 ) ( 5 9 ) + 273.15 = 273.15 K Here, K is Kelvin and o F is degree Fahrenheit.

Question

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Answer 1

Question

Chapter U3, Problem SI1RE

Interpretation Introduction

Interpretation: The temperature in degree Fahrenheit needs to be converted to the Kelvin scale.

Concept Introduction:

The Kelvin and degree Fahrenheit are scales of measuring temperature. The relation between two scales is as follows:

(32°F − 32)(59) + 273.15 = 273.15K

Here, K is Kelvin and ^oF is degree Fahrenheit.

Expert Solution & Answer

Answer to Problem SI1RE

283.15 K

Explanation of Solution

The relation between two scales is as follows:

(32°F − 32)(59)+ 273.15 = 273.15K

The given temperature is 50 ^oF. It can be converted into Kelvin as follows:

(50°F − 32)(59) + 273.15 = x

Or,

18(59)+273.15=x10+273.15=x

Thus,

x=283.15 K

Conclusion

Thus, the temperature 50 ^oF is equal to 283.15 K

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Answer 2

Question

Chapter U3, Problem SI1RE

Interpretation Introduction

Interpretation: The temperature in degree Fahrenheit needs to be converted to the Kelvin scale.

Concept Introduction:

The Kelvin and degree Fahrenheit are scales of measuring temperature. The relation between two scales is as follows:

(32°F − 32)(59) + 273.15 = 273.15K

Here, K is Kelvin and ^oF is degree Fahrenheit.

Expert Solution & Answer

Answer to Problem SI1RE

283.15 K

Explanation of Solution

The relation between two scales is as follows:

(32°F − 32)(59)+ 273.15 = 273.15K

The given temperature is 50 ^oF. It can be converted into Kelvin as follows:

(50°F − 32)(59) + 273.15 = x

Or,

18(59)+273.15=x10+273.15=x

Thus,

x=283.15 K

Conclusion

Thus, the temperature 50 ^oF is equal to 283.15 K

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Answer 3

Question

Chapter U3, Problem SI1RE

Interpretation Introduction

Interpretation: The temperature in degree Fahrenheit needs to be converted to the Kelvin scale.

Concept Introduction:

The Kelvin and degree Fahrenheit are scales of measuring temperature. The relation between two scales is as follows:

(32°F − 32)(59) + 273.15 = 273.15K

Here, K is Kelvin and ^oF is degree Fahrenheit.

Expert Solution & Answer

Answer to Problem SI1RE

283.15 K

Explanation of Solution

The relation between two scales is as follows:

(32°F − 32)(59)+ 273.15 = 273.15K

The given temperature is 50 ^oF. It can be converted into Kelvin as follows:

(50°F − 32)(59) + 273.15 = x

Or,

18(59)+273.15=x10+273.15=x

Thus,

x=283.15 K

Conclusion

Thus, the temperature 50 ^oF is equal to 283.15 K

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Answer 4

Question

Chapter U3, Problem SI1RE

Interpretation Introduction

Interpretation: The temperature in degree Fahrenheit needs to be converted to the Kelvin scale.

Concept Introduction:

The Kelvin and degree Fahrenheit are scales of measuring temperature. The relation between two scales is as follows:

(32°F − 32)(59) + 273.15 = 273.15K

Here, K is Kelvin and ^oF is degree Fahrenheit.

Expert Solution & Answer

Answer to Problem SI1RE

283.15 K

Explanation of Solution

The relation between two scales is as follows:

(32°F − 32)(59)+ 273.15 = 273.15K

The given temperature is 50 ^oF. It can be converted into Kelvin as follows:

(50°F − 32)(59) + 273.15 = x

Or,

18(59)+273.15=x10+273.15=x

Thus,

x=283.15 K

Conclusion

Thus, the temperature 50 ^oF is equal to 283.15 K

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Answer 5

Chapter U3, Problem SI1RE

Interpretation Introduction

Interpretation: The temperature in degree Fahrenheit needs to be converted to the Kelvin scale.

Concept Introduction:

The Kelvin and degree Fahrenheit are scales of measuring temperature. The relation between two scales is as follows:

(32°F − 32)(59) + 273.15 = 273.15K

Here, K is Kelvin and ^oF is degree Fahrenheit.

Expert Solution & Answer

Answer to Problem SI1RE

283.15 K

Explanation of Solution

The relation between two scales is as follows:

(32°F − 32)(59)+ 273.15 = 273.15K

The given temperature is 50 ^oF. It can be converted into Kelvin as follows:

(50°F − 32)(59) + 273.15 = x

Or,

18(59)+273.15=x10+273.15=x

Thus,

x=283.15 K

Conclusion

Thus, the temperature 50 ^oF is equal to 283.15 K

Answer 6

Chapter U3, Problem SI1RE

Interpretation Introduction

Interpretation: The temperature in degree Fahrenheit needs to be converted to the Kelvin scale.

Concept Introduction:

The Kelvin and degree Fahrenheit are scales of measuring temperature. The relation between two scales is as follows:

(32°F − 32)(59) + 273.15 = 273.15K

Here, K is Kelvin and ^oF is degree Fahrenheit.

Expert Solution & Answer

Answer to Problem SI1RE

283.15 K

Explanation of Solution

The relation between two scales is as follows:

(32°F − 32)(59)+ 273.15 = 273.15K

The given temperature is 50 ^oF. It can be converted into Kelvin as follows:

(50°F − 32)(59) + 273.15 = x

Or,

18(59)+273.15=x10+273.15=x

Thus,

x=283.15 K

Conclusion

Thus, the temperature 50 ^oF is equal to 283.15 K

Answer 7

Chapter U3, Problem SI1RE

Interpretation Introduction

Interpretation: The temperature in degree Fahrenheit needs to be converted to the Kelvin scale.

Concept Introduction:

The Kelvin and degree Fahrenheit are scales of measuring temperature. The relation between two scales is as follows:

(32°F − 32)(59) + 273.15 = 273.15K

Here, K is Kelvin and ^oF is degree Fahrenheit.

Answer 8

Expert Solution & Answer

Answer to Problem SI1RE

283.15 K

Answer 9

Expert Solution & Answer

Answer 10

Expert Solution & Answer

Answer 11

Explanation of Solution

The relation between two scales is as follows:

(32°F − 32)(59)+ 273.15 = 273.15K

The given temperature is 50 ^oF. It can be converted into Kelvin as follows:

(50°F − 32)(59) + 273.15 = x

Or,

18(59)+273.15=x10+273.15=x

Thus,

x=283.15 K

Answer 12

Conclusion

Thus, the temperature 50 ^oF is equal to 283.15 K

Answer 13

Ch. U3.1 - Prob. 1TAI Ch. U3.1 - Prob. 1E Ch. U3.1 - Prob. 2E Ch. U3.1 - Prob. 3E Ch. U3.1 - Prob. 4E Ch. U3.1 - Prob. 6E Ch. U3.2 - Prob. 1TAI Ch. U3.2 - Prob. 1E Ch. U3.2 - Prob. 2E Ch. U3.2 - Prob. 3E

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