Problem 49
Question
\(\mathrm{EC}\) (expiratory capacity) is equal to (a) \(\mathrm{ERV}+\mathrm{TV}\) (b) IRV+ TV (c) \(\mathrm{VC}+\mathrm{RV}\) (d) ERV + TV + IRV
Step-by-Step Solution
Verified Answer
The correct answer is option (a), EC = ERV + TV.
1Step 1: Understanding the terms
Expiratory Capacity (EC) is the maximum volume of air that can be expired after a normal expiration. This includes two components Tidal Volume (TV) which is amount of air in and out in a normal breath, and Expiratory Reserve Volume (ERV) is the additional air that can be expired forcefully after normal expiration.
2Step 2: Choosing the right option
Looking at the options, we find that option (a), EC = ERV + TV is the correct one because EC is the sum of ERV and TV. The other options involve different terms like Inspiratory reserve volume (IRV), Vital capacity (VC), and Residual volume (RV), which are not components of Expiratory Capacity.
Key Concepts
Tidal VolumeExpiratory Reserve VolumeRespiratory Volumes
Tidal Volume
Tidal Volume, abbreviated as TV, refers to the amount of air that is inhaled or exhaled during a normal breath when an individual is at rest. It is a foundational concept in understanding how our respiratory system functions on a daily basis. The average tidal volume for a healthy adult is approximately 500 milliliters per breath.
This volume ensures the efficient exchange of oxygen and carbon dioxide, which is crucial for maintaining optimal physiological function. Tidal Volume is a key component of several respiratory measurements, including the Expiratory Capacity (EC).
This volume ensures the efficient exchange of oxygen and carbon dioxide, which is crucial for maintaining optimal physiological function. Tidal Volume is a key component of several respiratory measurements, including the Expiratory Capacity (EC).
- TV involves regular inhalation and exhalation.
- Average volume is about 500 ml in adult humans.
- Vital for oxygen and carbon dioxide exchange.
Expiratory Reserve Volume
Expiratory Reserve Volume, or ERV, represents the additional amount of air that can be expired from the lungs after a normal, tidal expiration. This extra air can be released through a forceful exhalation, engaging muscles to push beyond the typical breath out.
ERV is an important measure because it reveals the capacity of the lungs to expel air and, in essence, helps assess how well the lungs can cleanse themselves of carbon dioxide.
ERV is an important measure because it reveals the capacity of the lungs to expel air and, in essence, helps assess how well the lungs can cleanse themselves of carbon dioxide.
- ERV is measured after a normal exhalation, at rest.
- It supplements the Tidal Volume when calculating Expiratory Capacity.
- Key for evaluating lung function and respiratory health.
Respiratory Volumes
Respiratory Volumes are various measures used to quantify the different capacities and functional abilities of our lungs. These volumes provide a comprehensive understanding of lung function, essential for evaluating respiratory health.
Some of the primary respiratory volumes include:
In summary, evaluating respiratory volumes provides a holistic picture of lung health, highlighting potential impairments or inefficiencies in breathing.
Some of the primary respiratory volumes include:
- Tidal Volume (TV): Normal set of breath volumes, around 500 ml.
- Inspiratory Reserve Volume (IRV): The additional air inhaled with a deep breath, beyond TV.
- Expiratory Reserve Volume (ERV): Extra air expelled forcefully after a normal expiration.
- Residual Volume (RV): Air left in lungs after a forceful exhalation.
In summary, evaluating respiratory volumes provides a holistic picture of lung health, highlighting potential impairments or inefficiencies in breathing.
Other exercises in this chapter
Problem 47
Total lung capacity is equal to (a) \(\mathrm{ERV}+\mathrm{TV}\) (b) IRV+ TV (c) \(\mathrm{VC}+\mathrm{RV}\) (d) ERV + TV + IRV
View solution Problem 48
Vital capacity is equal to (a) \(\mathrm{ERV}+\mathrm{TV}\) (b) IRV+ TV (c) VC + RV (d) ERV + TV + IRV
View solution Problem 50
IC (Inspiratory capacity) is equal to (a) ERV + TV (b) IRV+TV (c) VC + RV (d) \(\mathrm{ERV}+\mathrm{TV}+\mathrm{IRV}\)
View solution Problem 51
Arrange the following in the order of increasing volume 1\. Tidal volume 2\. Residual volume 3\. Expiratory reserve volume 4\. Inspiratory reserve volume (a) \(
View solution