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Gelneren [198K]
3 years ago
6

For each event stated, indicate how the concentration of each species in the chemical equation will change to re-establish equil

ibrium. An up arrow indicates an increase in concentration, a down arrow indicates a decrease in concentration, and leaving it blank means there is no change in the concentration.
CoCl2−4(aq) + 6H2O(l) ↽⇀ 4Cl−(aq) + Co(H2O)2+6(aq)
a. increasing the concentration of Cl−
b. decreasing the amount of H2O
c. increasing the concentration of CoCl2−
Chemistry
1 answer:
Lunna [17]3 years ago
6 0
I believe it’s a because i would personally decrease CoCI2 bc that’s a lot in there
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Another saturated solution containing 106gAl * (NO3)3 / 100 g H2O O at 60^C (=106g) is very carefully cooled down in an ice bath
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The amount of solute that will crystallize out of the supersaturated solution when it returns to being a saturated solution at 0°C is 46 g

<h3>Saturated and Supersaturated Solution</h3>
  • A saturated solution is a solution that contains as much solute as it can dissolve at that temperature in the presence of undissolved solute particles
  • A supersaturated solution is a solution which contains more solute than it can normally hold at that temperature.

A supersaturated solution is unstable and the excess solute will separate out of the solution if disturbed slightly or a tiny solute crystal is added to it.

<h3>Solubility curves</h3>
  • A solubility curve is a graph or curve of solubility of a substance against temperature.

It is a curve that shows the effect of temperature on solubility of of a substance.

From the solubility data provided, the amount of solute that will crystallize out of solution can be determined:

  • Solubility of AgNO3 at 60°C = 106 g/100g H2O
  • Solubility of AgNO3 at 0°C is 60 g/100 g H20

When the solution was cooled to form a supersaturated solution, the solution contains 106g of AgNO3

When the solution returns to being a saturated solution at 0°C:

Amount of solute that crystallizes out = 106g - 60 g

Amount of solute that crystallizes out = 46 g

Therefore, the amount of solute that will crystallize out of the supersaturated solution when it returns to being a saturated solution at 0°C is 46 g

Learn more about solubility, saturated solutions and supersaturated solutions at: brainly.com/question/9712781

brainly.com/question/24564260

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The human body burns glucose for energy according to this chemical reaction: The products of the reaction are carbon dioxide and
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Answer:

The average persons requires 75000 breaths to exhale 1.0 Kg of fat

Explanation:

Note: The question is incomplete. The complete question is given below:

"The human body burns glucose (C6H1206) for energy according to this chemical reaction:

C6H1206 + 602----> 6CO2 + 6H20

The products of the reaction are carbon dioxide (CO2) and water (H20). Interestingly, all of the carbon dioxide and much of the water exits the body through the lungs: on every breath, the average person exhales 500 mL of air, which is typically enriched to 4% CO2 and 5% water vapor by volume. In short, when a person loses weight by dieting, the weight that is lost actually departs his body as a gas, every time he exhales. Each kilogram of body fat lost requires exhaling about 3.0 kg of carbon dioxide. Calculate how many breaths it takes an average person to "exhale" 1.00 kg of fat. Round your answer to the nearest thousand. You'll need to know that the density of CO2 is 2.0 kg/m³”.

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Since, 1000000 mL = 1 m³;

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3.0 kg of CO2 is exhaled per Kg of fat.

Density of CO2 = 2.0 Kg/m³

Volume = mass/density

Volume of 3.0 Kg CO2 = 3.0/2.0 = 1.5 m³

Number of breaths that will have a volume of 1.5 m³ = 1.5/0.00002 = 75000 breaths.

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