Biology High School

2. State whether decreasing the amount of oxygen (02) in inhaled air increased, reduced or did not change arterial carbon dioxide partial pressure from ordinary. 3. State whether decreasing the amount of O, in inhaled air increased, decreased or did not change plasma pH from normal.

Answers

Answer 1

Decreasing the amount of oxygen in inhaled air increases the arterial carbon dioxide partial pressure from ordinary. While decreasing the amount of oxygen in inhaled air decreases the plasma pH from normal. Arterial carbon dioxide partial pressure refers to the measure of the carbon dioxide concentration in the blood plasma of arteries.

The normal range for arterial carbon dioxide partial pressure is 35-45 mm Hg (millimeters of mercury). However, in the case of a decrease in oxygen inhalation, the arterial carbon dioxide partial pressure will increase. Why does this happen? It's because when oxygen levels are low, the body tends to retain carbon dioxide rather than expel it.What is plasma pH?The pH level of the plasma is referred to as plasma pH.

The normal range for plasma pH is between 7.35 and 7.45. When there is a decrease in the amount of oxygen inhalation, plasma pH decreases as well. This is because carbon dioxide is retained, which creates an acidic environment in the plasma.

To know more about arterial visit:

https://brainly.com/question/32366318

#SPJ11

Related Questions

Other Questions
At which of these latitudes is the air moving fastest? A)10 degrees North B)60 degrees North C)30 degrees North D)45 degrees North Suggest a promotional campaign to be carried out by PIZZA HUT to reflect the core change that will be incorporated to its marketing strategy (as suggested by your answer in question 6). Make sure to outline (a) the chosen channel (b) what kind of content will be presented to the customers using this channel, and (c) what segmentation strategy will be used for this marketing campaign 3. Consider a 7-DOF system with mass matrix [M] and stiffness matrix [K]. A friend has discovered three vectors V, V and V3 such that VT[M]V = 0 VT[K]V = 0 forij. Has your friend found 3 eigenvectors of the system? Do you need any more information? What else can you tell your friend about these vectors?