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Dvinal [7]
3 years ago
11

For the following reaction, 16.2 grams of carbon dioxide are allowed to react with 45.0 grams of potassium hydroxide. carbon dio

xide (g) potassium hydroxide (aq) potassium carbonate (aq) water (l) What is the maximum amount of potassium carbonate that can be formed
Chemistry
1 answer:
Anit [1.1K]3 years ago
8 0

Answer:

The maximum amount of potassium carbonate that formed 49.68 g

Explanation:

According to question

                                2 KOH(aq) + CO₂(g) → K₂CO₃(aq) + H₂O(l)

16.2 grams of carbon dioxide are allowed to react with 45.0 grams of potassium hydroxide.

Moles(KOH)=\frac{Mass}{Molar mass}=\frac{45}{56}= 0.8 moles

Moles(CO_{2} )=\frac{16.2}{44} = 0.36 moles

(KOH)\frac{Moles}{Stoichiometry}= \frac{0.8}{2} = 0.4\\(CO_{2} )\frac{Moles}{Stoichiometry}= \frac{0.36}{1} =0.36

So, CO₂ is limiting reagent.

                1 mole CO₂ produce 1 mole K₂CO₃

∴  0.36 mole CO₂ produce 0.36 mole K₂CO₃ or (0.36 x 138)g = 49.68 g

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Answer:

Sugar, sodium chloride, and hydrophilic proteins are all substances that dissolve in water. Oils, fats, and certain organic solvents do not dissolve in water because they are hydrophobic.

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7 0
3 years ago
The total number of atoms in the formula aluminum acetate is
REY [17]

Answer:

B) 22 atoms

Explanation:

Aluminum Acetate has a formula of C6H9AlO6, meaning that it has 6 Carbon atoms, 9 Hydrogen atoms, 1 Aluminum atom, and 6 Oxygen atoms.

In total there are: 6+9+1+6 atoms, or a total of 22 atoms.

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7 0
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If a wave has a wavelength of 13 meters and a period of 0.005, what's the velocity of the wave? A. 2,600 m/s B. 260 m/s C. 1,300
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Answer:

V = 2600ms⁻¹

Explanation:

Given parameters:

Wavelength(λ) = 13meters

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Period(T) is the time it takes for a full cycle of vibration to pass through. It's unit is in seconds (s)

The Velocity of waves is expressed as:

V = fλ

Where f = frequency(s⁻¹)

Frequency of a wave is the number of waves that passes through a point per unit time

f = 1/T

Where T is the period

We can therefore express Velocity of waves as a function of period

V = λ/T

Inputing the parameters, we have:

V = 13m / 0.005s

V = 2600ms⁻¹

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3 years ago
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Find the density of an 8 gram rock if the water in a graduated cylinder rises from 25.0 mL to
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To measure the density of the stone placed in a graduated cylinder let us follow these steps bellow

  1. Measure the volume of water poured into a graduated cylinder
  2. Place the object in the water and remeasure the volume.
  3. The difference between the two volume measurements is the volume of the object.
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<em>We know that the formula for density is given as </em>

Given data

Mass = 8gram

Initial Volume of water in cylinder = 25mL

Final Volume of water in cylinder  = 29mL

Hence the volume of the rock  = 29-25 = 4mL

Therefore the density of the rock = 8/4 = 2 g/mL

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