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Earn 100

The largest quantity of air that can be expired after a maximum inspiratory effort is
(a)Residual volume
(b)Tidal volume
(c)Vital capacity of lung
(d)Lung volume

50% studentsanswered this correctly
Important Questions on Breathing and Respiration
HARD
An adult mammal with body weight has the following functional parameters of its lungs. Inspiratory reserve volume body weight; Expiratory reserve volume body weight; Vital capacity body weight; Breathing rate .
The volume (in litre) of air that its lungs displace in hours is-

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Column – I | Column – II | ||
a. | Tidal volume | i. | 2500 – 3000 mL |
b. | Inspiratory Reserve volume | ii. | 1100 – 1200 mL |
c. | Expiratory Reserve volume | iii, | 500 – 550 mL |
d. | Residual volume | iv. | 1000 – 1100 mL |

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Match the following respiratory capacities and respiratory volumes of a normal human adult?
Respiratory capacities | Respiratory volumes | ||
i) | Residual volume | a) | 2800 mL |
ii) | Vital capacity | b) | 3000 mL |
iii) | Inspiratory reserve volume | c) | 1100 mL |
iv) | Inspiratory capacity | d) | 4000 mL |

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Column I | Column II | ||
Tidal volume | to of air | ||
Inspiratory reserve volume | of air | ||
Expiratory reserve volume | of air | ||
Residual volume | to of air | ||
Vital capacity | of air |

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Respiratory capacities | Respiratory volumes | ||
---|---|---|---|
(i) | Residual volume | (a) | 2500 mL |
(ii) | Vital capacity | (b) | 3500 mL |
(iii) | Inspiratory reserve volume | (c) | 1200 mL |
(iv) | Inspiratory capacity | (d) | 4500 mL |
Which one of the following pairs of capacities and volumes is matched correctly with each other?

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a) High concentration and higher temperature are favourable for dissociation of oxygen from oxyhaemoglobin.
b) Partial pressure of oxygen in alveoli is higher than in the tissue.
c) The maximum volume of air a person can breathe in after a forced expiration is vital capacity.
d) In alveoli, low pCO2 and high pO2 favour dissociation of CO2 from carbaminohaemoglobin.
How many of the above statements are correct?

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i. TLC = VC + RV
ii. VC = ERC + IRV
iii. VC = IRC + ERV
iv. RV = TLC - ERV + TV + IRV

