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Valency and Oxidation State

Which of the ...

Question

Which of the following statements regarding the compound $A_{x} B_{y}$ is/are correct?

1 mole of

A_{x} B_{y}

contains 1 mole of

A

and 1 mole

B

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1 equivalent of

A_{x} B_{y}

contains 1 equivalent of

A

and 1 equivalent of

B

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1 mole of

A_{x} B_{y}

contains

x

moles of

A

and

y

moles of

B

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equivalent weight of

A_{x} B_{y}

= equivalent weight of

A

+ equivalent weight of

B

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Solution

The correct options are
A 1 equivalent of $A_{x} B_{y}$ contains 1 equivalent of $A$ and 1 equivalent of $B$
C 1 mole of $A_{x} B_{y}$ contains $x$ moles of $A$ and $y$ moles of $B$
D equivalent weight of $A_{x} B_{y}$ = equivalent weight of $A$ + equivalent weight of $B$
One mole of $A_{x} B_{y}$ contains $x$ moles of A and $y$ moles of B.
Equivalent weight of $A_{x} B_{y} =$ Equivalent weight of $A$ + Equivalent weight of $B$ .
$1$ equivalent of $A_{x} B_{y}$ contains $1$ equivalent of $A$ and $1$ equivalent of $B$ .

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Similar questions

Q. Which of the following statements regarding the compound

A_{x} B_{y}

is/are incorrect?

Q. Molar conductivity

(λ_{M})

and equivalent conductivity

(λ_{e q})

for an electrolyte

A_{x} B_{y}

at any dilution are related as:

Q. If a and b are different positive primes such that

(i)

{(\frac{a^{- 1} b^{2}}{a^{2} b^{- 4}})}^{7} \div (\frac{a^{3} b^{- 5}}{a^{- 2} b^{3}}) = a^{x} b^{y}

, find x and y.

(ii)

{(a + b)}^{- 1} (a^{- 1} + b^{- 1}) = a^{x} b^{y}

, find x + y + 2.

If a and b are different primes such that $(i) {[\frac{a^{- 1} b^{2}}{a^{2} b^{- 4}}]}^{7} \div [\frac{a^{3} b^{- 5}}{a^{- 2} b^{3}}] = a^{x} b^{y}, f i n d x a n d y .$

$(i i) (a + b)^{- 1} (a^{- 1} + b^{- 1}) = a^{x} b^{y}, f i n d x + y + 2.$

Q. The solubility of a sparingly soluble salt

A_{x} B_{y}

in water is

S

moles per litre. The solubility product has the value:

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Which of the following statements regarding the compound $A_{x} B_{y}$ is/are correct?