The numerical reading on the Fahrenheit thermometer.

Question

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Answer 1

Question

Chapter 5, Problem 1MC

To determine

The numerical reading on the Fahrenheit thermometer.

Expert Solution & Answer

Answer to Problem 1MC

Option (d) is the answer. May any of these depending on temperature.

Explanation of Solution

Given Info: Two thermometers, one calibrated in °F and the other in °C, are used to measure the same temperature.

Comparing the Celsius scale and Fahrenheit scale 0°C is the freezing point in Celsius scale whereas 32°C is the freezing point in Fahrenheit scale thus Fahrenheit scale is 59 times larger than that of Degree Celsius scale.

But below 0°C the degree Celsius scale is found to be larger than that of degree Fahrenheit. Thus the temperature in Fahrenheit may be greater than or less than that of Degree Celsius. Hence the answer is option (d).

Conclusion:

Above 0°C the Fahrenheit scale is larger than that of Degree Celsius scale. But below 0°C Degree Celsius scale is larger than that of Fahrenheit scale. Thus the numerical reading of Fahrenheit may be greater, less or equal to Degree Celsius. Hence option (d) is correct.

The Fahrenheit scale is greater than degree Celsius scale above 0°C. Hence option (c) is correct only if the numerical reading of Fahrenheit thermometer is greater than 0°C.

Below 0°C Degree Celsius scale is larger than that of Fahrenheit scale. Hence option (a) is correct only if the numerical reading of Fahrenheit thermometer is less than 0°C.

There is no temperature at which both Fahrenheit and Degree scale become equal. Thus option (b) is incorrect.

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PART III - RESISTORS IN PARALLEL Consider (but do not yet build) the circuit shown in the circuit diagram to the left, which we will call Circuit 3. Make sure you are using Bert bulbs. You may want to wire two batteries in series rather than use a single battery. 7. Predict: a) How will the brightness of bulb B3A compare to the brightness to bulb B3B? c) X E B3A b) How will the brightness of bulb BзA compare to the brightness of bulb B₁ from Circuit 1? How will the currents at points X, Y, and Z be related? www d) How will the current at point X in this circuit compare to the current at point X from Circuit 1? Y Z B3B www

PART II - RESISTORS IN SERIES Consider (but do not yet build) the circuit shown in the circuit diagram to the left, which we will call Circuit 2. Make sure you are using Bert bulbs. You may want to wire two batteries in series rather than use a single battery. 4. Predict: a) How will the brightness of bulb B₂ compare to the brighness to bulb B2B? X B2A E Y B2B Ꮓ b) How will the brightness of bulb B2A compare to the brightness of bulb B₁ from Circuit 1? c) How will the currents at points X, Y, and Z be related? d) How will the current at point X in this circuit compare to the current at point X from Circuit 1?

Answer 2

Question

Chapter 5, Problem 1MC

To determine

The numerical reading on the Fahrenheit thermometer.

Expert Solution & Answer

Answer to Problem 1MC

Option (d) is the answer. May any of these depending on temperature.

Explanation of Solution

Given Info: Two thermometers, one calibrated in °F and the other in °C, are used to measure the same temperature.

Comparing the Celsius scale and Fahrenheit scale 0°C is the freezing point in Celsius scale whereas 32°C is the freezing point in Fahrenheit scale thus Fahrenheit scale is 59 times larger than that of Degree Celsius scale.

But below 0°C the degree Celsius scale is found to be larger than that of degree Fahrenheit. Thus the temperature in Fahrenheit may be greater than or less than that of Degree Celsius. Hence the answer is option (d).

Conclusion:

Above 0°C the Fahrenheit scale is larger than that of Degree Celsius scale. But below 0°C Degree Celsius scale is larger than that of Fahrenheit scale. Thus the numerical reading of Fahrenheit may be greater, less or equal to Degree Celsius. Hence option (d) is correct.

The Fahrenheit scale is greater than degree Celsius scale above 0°C. Hence option (c) is correct only if the numerical reading of Fahrenheit thermometer is greater than 0°C.

Below 0°C Degree Celsius scale is larger than that of Fahrenheit scale. Hence option (a) is correct only if the numerical reading of Fahrenheit thermometer is less than 0°C.

There is no temperature at which both Fahrenheit and Degree scale become equal. Thus option (b) is incorrect.

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Answer 3

Question

Chapter 5, Problem 1MC

To determine

The numerical reading on the Fahrenheit thermometer.

Expert Solution & Answer

Answer to Problem 1MC

Option (d) is the answer. May any of these depending on temperature.

Explanation of Solution

Given Info: Two thermometers, one calibrated in °F and the other in °C, are used to measure the same temperature.

Comparing the Celsius scale and Fahrenheit scale 0°C is the freezing point in Celsius scale whereas 32°C is the freezing point in Fahrenheit scale thus Fahrenheit scale is 59 times larger than that of Degree Celsius scale.

But below 0°C the degree Celsius scale is found to be larger than that of degree Fahrenheit. Thus the temperature in Fahrenheit may be greater than or less than that of Degree Celsius. Hence the answer is option (d).

Conclusion:

Above 0°C the Fahrenheit scale is larger than that of Degree Celsius scale. But below 0°C Degree Celsius scale is larger than that of Fahrenheit scale. Thus the numerical reading of Fahrenheit may be greater, less or equal to Degree Celsius. Hence option (d) is correct.

The Fahrenheit scale is greater than degree Celsius scale above 0°C. Hence option (c) is correct only if the numerical reading of Fahrenheit thermometer is greater than 0°C.

Below 0°C Degree Celsius scale is larger than that of Fahrenheit scale. Hence option (a) is correct only if the numerical reading of Fahrenheit thermometer is less than 0°C.

There is no temperature at which both Fahrenheit and Degree scale become equal. Thus option (b) is incorrect.

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Answer 4

Question

Chapter 5, Problem 1MC

To determine

The numerical reading on the Fahrenheit thermometer.

Expert Solution & Answer

Answer to Problem 1MC

Option (d) is the answer. May any of these depending on temperature.

Explanation of Solution

Given Info: Two thermometers, one calibrated in °F and the other in °C, are used to measure the same temperature.

Comparing the Celsius scale and Fahrenheit scale 0°C is the freezing point in Celsius scale whereas 32°C is the freezing point in Fahrenheit scale thus Fahrenheit scale is 59 times larger than that of Degree Celsius scale.

But below 0°C the degree Celsius scale is found to be larger than that of degree Fahrenheit. Thus the temperature in Fahrenheit may be greater than or less than that of Degree Celsius. Hence the answer is option (d).

Conclusion:

Above 0°C the Fahrenheit scale is larger than that of Degree Celsius scale. But below 0°C Degree Celsius scale is larger than that of Fahrenheit scale. Thus the numerical reading of Fahrenheit may be greater, less or equal to Degree Celsius. Hence option (d) is correct.

The Fahrenheit scale is greater than degree Celsius scale above 0°C. Hence option (c) is correct only if the numerical reading of Fahrenheit thermometer is greater than 0°C.

Below 0°C Degree Celsius scale is larger than that of Fahrenheit scale. Hence option (a) is correct only if the numerical reading of Fahrenheit thermometer is less than 0°C.

There is no temperature at which both Fahrenheit and Degree scale become equal. Thus option (b) is incorrect.

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Answer 5

Chapter 5, Problem 1MC

To determine

The numerical reading on the Fahrenheit thermometer.

Expert Solution & Answer

Answer to Problem 1MC

Option (d) is the answer. May any of these depending on temperature.

Explanation of Solution

Given Info: Two thermometers, one calibrated in °F and the other in °C, are used to measure the same temperature.

Comparing the Celsius scale and Fahrenheit scale 0°C is the freezing point in Celsius scale whereas 32°C is the freezing point in Fahrenheit scale thus Fahrenheit scale is 59 times larger than that of Degree Celsius scale.

But below 0°C the degree Celsius scale is found to be larger than that of degree Fahrenheit. Thus the temperature in Fahrenheit may be greater than or less than that of Degree Celsius. Hence the answer is option (d).

Conclusion:

Above 0°C the Fahrenheit scale is larger than that of Degree Celsius scale. But below 0°C Degree Celsius scale is larger than that of Fahrenheit scale. Thus the numerical reading of Fahrenheit may be greater, less or equal to Degree Celsius. Hence option (d) is correct.

The Fahrenheit scale is greater than degree Celsius scale above 0°C. Hence option (c) is correct only if the numerical reading of Fahrenheit thermometer is greater than 0°C.

Below 0°C Degree Celsius scale is larger than that of Fahrenheit scale. Hence option (a) is correct only if the numerical reading of Fahrenheit thermometer is less than 0°C.

There is no temperature at which both Fahrenheit and Degree scale become equal. Thus option (b) is incorrect.

Answer 6

Chapter 5, Problem 1MC

To determine

The numerical reading on the Fahrenheit thermometer.

Expert Solution & Answer

Answer to Problem 1MC

Option (d) is the answer. May any of these depending on temperature.

Explanation of Solution

Given Info: Two thermometers, one calibrated in °F and the other in °C, are used to measure the same temperature.

Comparing the Celsius scale and Fahrenheit scale 0°C is the freezing point in Celsius scale whereas 32°C is the freezing point in Fahrenheit scale thus Fahrenheit scale is 59 times larger than that of Degree Celsius scale.

But below 0°C the degree Celsius scale is found to be larger than that of degree Fahrenheit. Thus the temperature in Fahrenheit may be greater than or less than that of Degree Celsius. Hence the answer is option (d).

Conclusion:

Above 0°C the Fahrenheit scale is larger than that of Degree Celsius scale. But below 0°C Degree Celsius scale is larger than that of Fahrenheit scale. Thus the numerical reading of Fahrenheit may be greater, less or equal to Degree Celsius. Hence option (d) is correct.

The Fahrenheit scale is greater than degree Celsius scale above 0°C. Hence option (c) is correct only if the numerical reading of Fahrenheit thermometer is greater than 0°C.

Below 0°C Degree Celsius scale is larger than that of Fahrenheit scale. Hence option (a) is correct only if the numerical reading of Fahrenheit thermometer is less than 0°C.

There is no temperature at which both Fahrenheit and Degree scale become equal. Thus option (b) is incorrect.

Answer 7

Chapter 5, Problem 1MC

To determine

The numerical reading on the Fahrenheit thermometer.

Answer 8

Expert Solution & Answer

Answer to Problem 1MC

Option (d) is the answer. May any of these depending on temperature.

Answer 9

Expert Solution & Answer

Answer 10

Expert Solution & Answer

Answer 11

Explanation of Solution

Given Info: Two thermometers, one calibrated in °F and the other in °C, are used to measure the same temperature.

Comparing the Celsius scale and Fahrenheit scale 0°C is the freezing point in Celsius scale whereas 32°C is the freezing point in Fahrenheit scale thus Fahrenheit scale is 59 times larger than that of Degree Celsius scale.

But below 0°C the degree Celsius scale is found to be larger than that of degree Fahrenheit. Thus the temperature in Fahrenheit may be greater than or less than that of Degree Celsius. Hence the answer is option (d).

Conclusion:

Above 0°C the Fahrenheit scale is larger than that of Degree Celsius scale. But below 0°C Degree Celsius scale is larger than that of Fahrenheit scale. Thus the numerical reading of Fahrenheit may be greater, less or equal to Degree Celsius. Hence option (d) is correct.

The Fahrenheit scale is greater than degree Celsius scale above 0°C. Hence option (c) is correct only if the numerical reading of Fahrenheit thermometer is greater than 0°C.

Below 0°C Degree Celsius scale is larger than that of Fahrenheit scale. Hence option (a) is correct only if the numerical reading of Fahrenheit thermometer is less than 0°C.

There is no temperature at which both Fahrenheit and Degree scale become equal. Thus option (b) is incorrect.

Answer 12

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The numerical reading on the Fahrenheit thermometer.

The numerical reading on the Fahrenheit thermometer.

Answer to Problem 1MC

Explanation of Solution

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