Statement I: The equivalent weight of any substance is its molecular weight divided by some factor, depending on the nature of the substance.
Statement II: The equivalent weight of any substance is always less than its molecular weight.

If both statements are CORRECT, and Statement II is the CORRECT explanation of Statement I.

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If both statements are CORRECT, and Statement II is NOT the CORRECT explanation of Statement I.

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If Statement I is CORRECT, but Statement II is INCORRECT.

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If Statement I is INCORRECT, but Statement II is CORRECT.

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Solution

The correct option is C If Statement I is CORRECT, but Statement II is INCORRECT.
Equivalent weight = $\frac{m o l e c u l a r w e i g h t}{n f a c t o r}$
Statement I is correct.
The equivalent weight of any substance no always less than Molecular weight.
It can be equal also. Incorrect statement
$∴$ option "C" correct

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Statement I: The equivalent weight of any substance is its molecular weight divided by some factor, depending on the nature of the substance.Statement II: The equivalent weight of any substance is always less than its molecular weight.

The correct option is C If Statement I is CORRECT, but Statement II is INCORRECT.Equivalent weight = molecularweightnfactorStatement I is correct.The equivalent weight of any substance no always less than Molecular weight.It can be equal also. Incorrect statement∴ option "C" correct

Statement I: The equivalent weight of any substance is its molecular weight divided by some factor, depending on the nature of the substance.
Statement II: The equivalent weight of any substance is always less than its molecular weight.