Chapter- 4 : Reagents (solution) used in clinical laboratories


Quantitative expressions…



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chapter 4 reagents

Quantitative expressions…..

  • Normal solution (Normality)
  • - Normality is defined as the number of equivalent of solutes that are present in one liter of solution. If 1 gm equivalent H2SO4 is dissolved in one liter of solution it is called Normal solution of H2SO4 or 1N H2SO4.
        • NB. One equivalent of substance is its equivalent weight expressed in grams.
  • Normality = Actual Mass in grams
  • Equivalent weight x vol. in liter
  • Weight to be dissolved = equivalent weight x vol. in L x Normality.

Quantitative expressions…..

  • Example-1 what is the normality of KOH. If 5.6gm KOH is dissolved in 1 liter
  • of solution?
  • Solution
  • Actual mass = 5.6gm
  • Volume = 1 lit
  • N= Actual Mass in gram
  • Equ. Wt x vol in lit
  • = 5.6gm = 0.1NKOH
  • 56 x 1

Quantitative expressions…..

  • Example-2. Prepare 0.2N NaOH solution in 1 liter.
  • V= 1 liter
  • Actual mass=?
  • Normality = 0.2N
  • Equiv. wt= 40
  • N= Actual mass in gram
  • Equ. Wt x vol in liter
  • 0.2 = x
  • 40x1
  • Actual mass = 8gm
  • There for 8gm is dissolved in a liter of solution to give 0.2N NaOH.

Quantitative expressions…..

  • Molality(m) =
  • moles of solute
  • mass of solvent (kg)
  • Example : What is the molality of a 5.86 M ethanol (C2H5OH) solution whose density is 0.927 g/mL?

Quantitative expressions…..

  • Assume 1 L of solution:
    • 5.86 moles ethanol = 270 g ethanol
    • 927 g of solution (1000 mL x 0.927 g/mL)
  • mass of solvent = mass of solution – mass of solute
  • = 927 g – 270 g = 657 g = 0.657 kg
  • m =
  • moles of solute
  • mass of solvent (kg)
  • =
  • 5.86 moles C2H5OH
  • 0.657 kg solvent
  • = 8.92 m

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