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Calculate the concentration of HCl.
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10 stepsCalculate the concentration of HCl.
3)
Write the balanced chemical equation for the neutralization reaction.
From the equation, the mole ratio of to is .
Calculate the moles of used.
Given: Volume of
Concentration ofDetermine the moles of reacted.
Since the mole ratio of to is ,
Calculate the concentration of .
Given: Volume of
Rounding to three significant figures:
The concentration of HCl is .
1)
Write the balanced chemical equation for the combustion of carbon(II) oxide.
Determine the limiting reactant using the given volumes and the mole ratio from the balanced equation.
According to the equation, react with .
Given: Volume of
Volume ofFor of , the required volume of is:
Since of is required and of is available, is in excess. is the limiting reactant.
Calculate the volume of produced.
From the equation, produce .
Calculate the volume of excess remaining.
Determine the total volume of the resulting gaseous mixture.
The gaseous mixture consists of the product () and the unreacted excess reactant ().
The total volume of the resulting gaseous mixture is .
4)
To prepare crystals of copper(II) chloride from copper metal:- Heat the copper metal in air to form copper(II) oxide. This is because copper does not react with dilute hydrochloric acid.
- Add the black copper(II) oxide to a beaker containing dilute hydrochloric acid. Stir the mixture gently. The copper(II) oxide will react with the acid to form a blue solution of copper(II) chloride.
- Heat the solution gently to evaporate some of the water, concentrating the solution until it is saturated. This can be tested by dipping a clean glass rod into the solution and observing if crystals form on cooling.
- Allow the concentrated solution to cool slowly at room temperature. Copper(II) chloride crystals will form.
- Filter the crystals from the remaining solution (mother liquor) and wash them with a small amount of cold distilled water to remove impurities.
- Dry the crystals between filter papers or in a desiccator.
5)
An isotope refers to atoms of the same element that have the same number of protons (atomic number) but different numbers of neutrons, resulting in different mass numbers. They have identical chemical properties but differ in their physical properties.
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