The alveolar air equation for all normal values is 306.5mmHg.
The alveolar gas equation is a formula used to evaluate the approximate partial pressure of oxygen in the alveolus.
The alveolar air equation is given as:
PAO2=FiO2 (PATM – PH2O) – PaCO2/RQ
PCO2 is partial pressure of carbon dioxide.
PAO2 is partial pressure of oxygen.
PATM is atmospheric pressure.
RQ is respiratory quotient
It is given that FIO2 is 0.5.
Normal value of PCO2 is 40mmHg.
PH2O is 47 mmHg.
RQ = 0.8
PATM is 760 mmHg
Using values,
PAO2=0.5 (760 – 47) – 40/0.8
=306.5mmHg
Hence, the alveolar air equation for all normal values is 306.5mmHg.
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ICD-9-CM<span>. ICD-9, the code set ICD-9-CM</span>
Having an ad in which the person loses their teeth, or their skin falls off or gets lung cancer
Answer:
somatosensory cortex
Explanation:
The somatosensory cortex is an area of the cerebral cortex that receives and processes sensations (e.g., heat, pain, touch, etc) from the entire body. This area is located in the parietal cortex and functions by integrating sensations (touch, temperature, pain) with other sensory information (e.g., sight). The somatosensory cortex is required for the perception of the location of the sensations from different parts of the body.
