Egan's Fundamentals of Respiratory Care 10th Edition by Robert M. Kacmarek
Egan's Fundamentals of Respiratory Care 10th Edition by Robert M. Kacmarek
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Chapter 06: Physical Principles of Respiratory Care
Complete Chapter Questions With Answers
Sample Questions Are Posted Below
MULTIPLE CHOICE
| a. | They exhibit the phenomenon of flow. |
| b. | They assume the shape of their container. |
| c. | They are difficult to compress. |
| d. | They expand to fill their container. |
ANS:Â D
Liquid molecules also exhibit mutual attraction. However, because these forces are much weaker in liquids than in solids, liquid molecules can move about freely (Figure 6-1, B). This freedom of motion explains why liquids take the shape of their containers and are capable of flow. However, like solids, liquids are dense and cannot easily be compressed or expanded.
DIF:   Application   REF:  p. 103           OBJ:  1
| a. | 1 and 2 |
| b. | 1, 2, and 3 |
| c. | 2, 3, and 4 |
| d. | 1, 2, 3, and 4 |
ANS:Â D
In a gas, molecular attractive forces are very weak. Thus, gas molecules, which lack restriction to their movement, exhibit rapid, random motion with frequent collisions (Figure 6-1, C). Gases have no inherent boundaries and are easily compressed and expanded. Moreover, like liquids, gases can flow.
DIF:   Application   REF:  p. 103           OBJ:  1
| a. | 0°K |
| b. | 0°C |
| c. | 32°C |
| d. | 0°F |
ANS:Â A
The SI (Systeme Internationale) units for temperature are degrees Kelvin, with a zero point equal to absolute zero (0°K).
DIF:   Recall            REF:  p. 105           OBJ:  3
| a. | 41°C |
| b. | 98°C |
| c. | 39°C |
| d. | 22°C |
ANS:Â A
To convert degrees Fahrenheit to degrees Celsius, use the following formula: °C = 5/9 ´ (° F – 32).
DIF:   Analysis        REF:  p. 106           OBJ:  3
| a. | –4°F |
| b. | 86°F |
| c. | 32°F |
| d. | 77°F |
ANS:Â B
To convert degrees Celsius to degrees Fahrenheit, simply reverse the formula given in question 4: ° F = (9/5 ´ ° C) + 32.
DIF:   Analysis        REF:  p. 106           OBJ:  3
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