Volumetric analysis and their calculations
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(1) Strength of solution = Amount of substance in g litre-1
(2) Strength of solution = Amount of substance in g moles litre-1
(3) Strength of solution = Normality × Eq. wt. of the solute
= molarity × Mol. wt. of solute
(6) Number of millimoles = Wt. in gm × 1000/mol.wt.
= Molarity × Volume in Ml.
(7) Number of equivalents
= Wt. in (gm/Eq. wt.) = x × No. of mole × Normality × Volume in litre
(8) Number of milliequivalents (meq.)
= (Wt. in gm × 1000/Eq.wt.) = normality × Volume in ml.
(9) Normality = x× No. of millimoles
= x× Molarity = (Strength in gm litre-1/Eq.wt.)
where x = (Mol. Wt./Eq.wt.), x = valency or change in oxi. Number.
(10) Normality formula, N1V1 = N2V2
(2) Strength of solution = Amount of substance in g moles litre-1
(3) Strength of solution = Normality × Eq. wt. of the solute
= molarity × Mol. wt. of solute
(6) Number of millimoles = Wt. in gm × 1000/mol.wt.
= Molarity × Volume in Ml.
(7) Number of equivalents
= Wt. in (gm/Eq. wt.) = x × No. of mole × Normality × Volume in litre
(8) Number of milliequivalents (meq.)
= (Wt. in gm × 1000/Eq.wt.) = normality × Volume in ml.
(9) Normality = x× No. of millimoles
= x× Molarity = (Strength in gm litre-1/Eq.wt.)
where x = (Mol. Wt./Eq.wt.), x = valency or change in oxi. Number.
(10) Normality formula, N1V1 = N2V2
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1) Strength of solution = Amount of substance in g litre-1
(2) Strength of solution = Amount of substance in g moles litre-1
(3) Strength of solution = Normality × Eq. wt. of the solute
= molarity × Mol. wt. of solute
(6) Number of millimoles = Wt. in gm × 1000/mol.wt.
= Molarity × Volume in Ml.
(7) Number of equivalents
= Wt. in (gm/Eq. wt.) = x × No. of mole × Normality × Volume in litre
(8) Number of milliequivalents (meq.)
= (Wt. in gm × 1000/Eq.wt.) = normality × Volume in ml.
(9) Normality = x× No. of millimoles
= x× Molarity = (Strength in gm litre-1/Eq.wt.)
where x = (Mol. Wt./Eq.wt.), x = valency or change in oxi. Number.
(10) Normality formula, N1V1 = N2V2
(16) Mol. Wt. = V.D × 2 (For gases only)
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