
The cupric salt $(C{{u}^{+2}})$ of a monobasic acid contains 3 molecules of water of hydration per atom of Cu. 1g of hydrated salt on strong heating yields 0.3306g of CuO. The equivalent mass of acid is (as the nearest integer):
Answer
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Hint: The equivalent weight of a substance is defined as the number of parts weight of substance which will combine with or displace directly or indirectly 1.008 parts by weight to hydrogen, 8 parts of oxygen, and 35.5 parts of chlorine by weight are the equivalent parts by weight of another element.
Complete step by step answer:
In the reaction, the equivalent weight depends on the type of reaction involved in it. Due to the equivalent weight is a relative quantity, so it is unitless.
If the equivalent weight expressed in grams is known as Gram Equivalent Weight (GEW).
The ratio of atomic weight and n-factor is known as equivalent weight.
Equivalent weight (E) = $\dfrac{atomic\text{ }weight}{n-factor}$
For acid or base, the n-factor is acidity/basicity, which is the number of ${{H}^{+}}$ ion or number of dissociable $O{{H}^{-}}$ ions.
The equivalent weight of acid = $\dfrac{molecular\text{ }weight\text{ }of\text{ }an\text{ }acid}{basicity\text{ }of\text{ }an\text{ }acid}$
Let the equivalent weight of acid is ‘x’, $Cu{{A}_{2}}.3{{H}_{2}}O$ which represents the cupric salt of a monobasic acid contains 3 molecules of water of hydration per atom of Cu.
Equivalent weight of acid = $63.55+2(x-1)+3X18=115.25+2x$-- (1)
$Cu{{A}_{2}}.3{{H}_{2}}O\to CuO$
Molecular mass of CuO =79.5g
Moles of CuO = $\dfrac{0.3306}{79.5}=4.156X{{10}^{-3}}mol$
Molar mass of CuO =$\dfrac{wt}{4.156X{{10}^{-3}}mol}=240.6g/mol$ -- (2)
Since, (1) = (2)
115.5+2x =240.6g/mol
X =62.58
Hence the equivalent weight of anhydrous acid = 62.58g
Note: There are many methods for determination of equivalent weight by hydrogen replacement, by oxide formation, by metal chloride formation, by metal displacement, and by electrolysis. For oxidizing or reducing agents, the n-factor is the number of moles of electrons gained or lost per mole of oxidizing or reducing agents respectively.
Complete step by step answer:
In the reaction, the equivalent weight depends on the type of reaction involved in it. Due to the equivalent weight is a relative quantity, so it is unitless.
If the equivalent weight expressed in grams is known as Gram Equivalent Weight (GEW).
The ratio of atomic weight and n-factor is known as equivalent weight.
Equivalent weight (E) = $\dfrac{atomic\text{ }weight}{n-factor}$
For acid or base, the n-factor is acidity/basicity, which is the number of ${{H}^{+}}$ ion or number of dissociable $O{{H}^{-}}$ ions.
The equivalent weight of acid = $\dfrac{molecular\text{ }weight\text{ }of\text{ }an\text{ }acid}{basicity\text{ }of\text{ }an\text{ }acid}$
Let the equivalent weight of acid is ‘x’, $Cu{{A}_{2}}.3{{H}_{2}}O$ which represents the cupric salt of a monobasic acid contains 3 molecules of water of hydration per atom of Cu.
Equivalent weight of acid = $63.55+2(x-1)+3X18=115.25+2x$-- (1)
$Cu{{A}_{2}}.3{{H}_{2}}O\to CuO$
Molecular mass of CuO =79.5g
Moles of CuO = $\dfrac{0.3306}{79.5}=4.156X{{10}^{-3}}mol$
Molar mass of CuO =$\dfrac{wt}{4.156X{{10}^{-3}}mol}=240.6g/mol$ -- (2)
Since, (1) = (2)
115.5+2x =240.6g/mol
X =62.58
Hence the equivalent weight of anhydrous acid = 62.58g
Note: There are many methods for determination of equivalent weight by hydrogen replacement, by oxide formation, by metal chloride formation, by metal displacement, and by electrolysis. For oxidizing or reducing agents, the n-factor is the number of moles of electrons gained or lost per mole of oxidizing or reducing agents respectively.
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