Learn Molarity Defination Uses Calculation

Molarity Defination Uses Calculation

Learn Molarity Defination Uses Calculation

Molarity Definition

1Mole of solute dissolve in 1lit solution at given temperature that’s call Molarity (M).

There are two information are needed for calculating Molar Concentration

  • The mole of solute present in the solution.
  • The volume of solution.

Molarity Formula

\[M=\frac{Number\;Of\;Moles\;Of\;Solute}{Volume\;of\;solution\;in\;liter}\]

\[M=\frac{Weight\;Of\;Subs\tan ce/Molecular\;Weight}{Solution\;Qty/1000}\;\;\]

\[M=\frac{Weight\;Of\;Subs\tan ce\times1000}{Solution\;Qty\times\;M.W}\;\;\]

Expand Your Knowledge on [Normality]

Molarity Uses

The Molar Concentration of a solution can be used in the following ways :

  • To find the unknown number of moles in a given volume of soliton.
  • To find the volume of a solution under a given number of moles.
  • To find the molality of a substance.
  • To identify the concentration or dilution of a solution.

Molar Concentration Formula With Example

01)   How much NAOH Required to make 2.0M NAOH 500ml solution ?

Weight of substance = ?

Solution Qty = 500 ml

M = 2

Molecular weight = 40 gram/mole

\[M=\frac{Weight\;Of\;Subs\tan ce\times1000}{Solution\;Qty\times\;M.W}\;\;\]

\[2=\frac{Weight\;Of\;Subs\tan ce\times1000}{500\times\;40}\;\;\]

\[Weight\;Of\;Subs\tan ce=\frac{2\times500\times40}{1000}\;\;\]

                     Weight of Substance = 40 Gram 

02)  171 Gram dissolve in 2 lit water find the molar concentration of solution ?

Molecular Weight of sugar =  342 Gram/Mole

Solution Qty = 2 Liter = 2000 ml

Weight of Substance = 171 gram

\[M=\frac{Weight\;Of\;Subs\tan ce\times1000}{Solution\;Qty\times\;M.W}\;\;\]

\[M=\frac{171\times1000}{2000\times342}\;\;\]

                                                                  M = 0.25

Expand Your Knowledge on [Molality]

03)  A KOH solution with a volume of 400 ml contains 2 mole KOH. What is a Molarity of solution ?

Volume = 400ml = 0.4 liter

Mole of KOH = 2

\[M=\frac{Number\;Of\;Moles\;Of\;Solute}{Volume\;of\;solution\;in\;liter}\]

\[M=\frac2{0.4}\;\;\]

                                                                   M = 5 

04) A glucose solution with a volume 1.5 L  contain 85 gram  glucose  (C6 H12 O6) ?

Weight of substance = 85 gram

Solution Qty = 1500 ml

M = ?

Molecular weight = 180 gram/mole

\[M=\frac{Weight\;Of\;Subs\tan ce\times1000}{Solution\;Qty\times\;M.W}\;\;\]

\[M=\frac{85\times1000}{1500\times180}\;\;\]

                                                                  M = 0.31

Hello Friends, I’m Pradip Patel, a B.Sc. graduate with a PDIS and 9 years’ experience. My blog shares insights on chemistry, industrial safety, production, interviews, and knowledge-related topics.

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