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Glucose concentration strips will work.

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15y ago

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How do you find the concentration of a solution?

Glucose concentration strips will work.


If 2 percent glucose solution and 5 percent glucose solution are separated by a semipermiable menbrane flows from the 2 percent glucose solution to the 5 percent glucose solution?

Yes, during process of osmoses the solvent from higher concentration to lower concentration moves through semipermeable membrane, the 2% solution has lower concentration of solute therefore higher concentration of solvent.


A balloon permeable to water but not to glucose contains a 10 percent glucose solution A beaker contains a 5 percent glucose solution the solution in the balloon is what?

The balloon will contain a mixture of the 10% and 5% glucose solutions. Since water can pass through but not glucose, the glucose concentration inside the balloon will decrease over time as water moves from the lower concentration in the beaker to the higher concentration in the balloon through osmosis.


What is in an isotonic glucose solution?

Isotonic solution is very close to sea water in composition and also concentration. Glucose isotonic solution is an electrolyte solution used for re-hydration. It contains salt, water and glucose.


How can you prepare 50mm glucose?

To prepare a 50mm glucose solution, you would need to dissolve 9g of glucose in enough water to make 100mL of solution. This would give you a solution with a concentration of 50mm (millimolar).


What is another way to express the concentration of a glucose solution that is 0.01 percent by weight?

Another way to express the concentration of a 0.01 percent by weight glucose solution is to say it is a 100 parts per million (ppm) solution. This means there are 100 grams of glucose in every 1 million grams of solution.


What is the concentration of a 0.750 L solution that contains 52.0 g of glucose?

The concentration is 69,3 g/L.


What happens if 40 glucose is suspended in 40 glucose?

When 40 grams of glucose is suspended in 40 grams of glucose, it creates a concentrated solution of glucose. Since both the solvent and solute are the same substance (glucose), there is no effective dilution or change in concentration; the solution remains essentially a saturated glucose solution. The physical properties may change slightly, but chemically, it remains the same compound. This scenario essentially results in a more viscous solution due to the increased concentration of glucose.


How many liters of a 5.0 percent glucose solution would you need to obtain 75 g of glucose?

To calculate the amount of glucose in the solution, use the formula: mass = volume × concentration Rearrange the formula to solve for volume: volume = mass / concentration Substitute the values to find: volume = 75 g / 0.05 = 1500 mL = 1.5 L Therefore, you would need 1.5 liters of the 5.0% glucose solution to obtain 75 g of glucose.


What is the another way to express the concentration of a glucose solution that is 0.01 percent by weight?

Another way to express the concentration of a glucose solution that is 0.01 percent by weight is as 100 parts per million (ppm). This means there are 100 grams of glucose in 1 million grams of solution.


If there is a 10 glucose solution on one side of a semipermeable membrane and 5 salt solution on the other side what will most likely happen to the flow of water?

Well, isn't that a happy little question! With more glucose on one side and less salt on the other, water will tend to move from the side with lower concentration of solutes (salt) to the side with higher concentration of solutes (glucose) to try to balance things out. This process is called osmosis, and it's nature's way of keeping everything in harmony.


How much glucose in 25 percent solution?

A 25 percent glucose solution means that there are 25 grams of glucose in every 100 milliliters of the solution. Therefore, in 25 milliliters of a 25 percent glucose solution, there would be 6.25 grams of glucose. This concentration is commonly used in medical and laboratory settings for various applications.