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Test Bank for Guyton and Hall Textbook of Medical Physiology, 14th Edition Chapter 16: The Microcirculation and Lymphatic System: Capillary Fluid Exchange, Interstitial Fluid, and Lymph Flow $17.98   Add to cart

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Test Bank for Guyton and Hall Textbook of Medical Physiology, 14th Edition Chapter 16: The Microcirculation and Lymphatic System: Capillary Fluid Exchange, Interstitial Fluid, and Lymph Flow

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Test Bank for Guyton and Hall Textbook of Medical Physiology, 14th Edition Chapter 16: The Microcirculation and Lymphatic System: Capillary Fluid Exchange, Interstitial Fluid, and Lymph Flow

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  • April 16, 2023
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Test Bank for Guyton and Hall Textbook of
Medical Physiology, 14th Edition
Chapter 16: The Microcirculation and
Lymphatic System: Capillary Fluid Exchange,
Interstitial Fluid, and Lymph Flow




CHAPTER 16

, TESTBANKSELLER.COM


Chapter 16: The Microcirculation and Lymphatic System: Capillary Fluid Exchange,
Interstitial Fluid, and Lymph Flow
Hall: Guyton and Hall Textbook of Medical Physiology, 14th Edition


MULTIPLE CHOICE

1. Which one of the following substances in plasma does not contribute to plasma colloid
osmotic pressure?
A. Globulins
B. Fibrinogen
C. Albumin
D. NaCl
ANS: D PTS: 1

2. A decrease in arteriole diameter would most likely result in which set of changes in a
microcirculatory bed?
Interstitial Hydrostatic Capillary Hydrostatic Lymph
Pressure Pressure Flow
A.  

B.  

C.  

D.  TESTBANKSELLER.COM

E.  

F.  

ANS: D PTS: 1

3. A decrease in which of the following tends to decrease filtration rate across a capillary wall?
A. Plasma colloid osmotic pressure
B. Hydraulic conductivity of the wall
C. Plasma albumin concentration
D. Interstitial hydrostatic pressure
E. Arteriole resistance
ANS: B PTS: 1

4. Use the data below to calculate the filtration coefficient for the capillary bed (in
mL/min/mmHg).
Plasma colloid osmotic pressure = 30 mm Hg
Capillary hydrostatic pressure = 40 mm Hg
Interstitial hydrostatic pressure = 5 mm Hg
Interstitial colloid osmotic pressure = 5 mm Hg

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