Answer:
Explanation:
(1) In the IV solution, the solute here is the NaCl salt and the solvent is the liquid (water) the salt is dissolved in.
(2) If the NaCl is replace with water, the water content will become hypotonic to the red blood cells as there would be less solute in the solution than in the cell's cytosol. This also means there is more water in the solution than in the cell's cytosol.
(3) Because the water is hypotonic to the red blood cells (as described in (2) above), the net movement of water will be into the cell.
(4) If the movement of water is allowed to continue as described in (3) above (i.e if 0.9% NaCl in the solution is replaced with pure water instead and waited), the cell will rupture which can lead to cell lysis or cytolysis.
NOTE: An isotonic solution describes when there is the same amount of solute in the cell and the solution outside the cell hence there is little or no movement of water.
In a 0.9% NaCl solution, NaCl is the solute and water is the solvent. If replaced with pure water, the water would be hypotonic to red blood cells and water would move into the cells. The red blood cells would undergo osmosis and potentially burst.
In a 0.9% NaCl solution, the sodium chloride (NaCl) is acting as the solute, while the water is acting as the solvent. If the 0.9% NaCl solution is replaced with pure water, the water would be hypotonic to the red blood cells. This means that the concentration of solute particles in the water is lower than that inside the red blood cells. If pure water is used instead, there would be a net movement of water into the red blood cells because water moves from hypotonic solutions to hypertonic solutions in order to equalize the concentration of solute particles.
As a result, if the 0.9% NaCl solution is replaced with pure water and left for some time, the red blood cells would undergo osmosis and swell up. This could potentially lead to the bursting of red blood cells, a process known as hemolysis.
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Answer:
In a climatological sense, dryness is a function of both annual rainfall and evaporation
I'm a little unsure of this question, but is it right?