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Solution Concentration
A measure of how much solute is dissolved in a specific amount of solvent or solution. Described qualitatively using “dilute” and “concentrated” Can be calculated quantitatively by mass (molarity) or by volume (molality) Can also be expressed as a percent – either percent by mass or percent by volume
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Solution Concentration
If the solute is a solid being dissolved in a liquid, usually use molarity or % by mass If the solute is a liquid being dissolved in a liquid, usually use molality or % by volume
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Percent Concentration
Percents are a ratio of the amount of solute over the total amount of solution times 100% The amount can be measured in mass or volume but both measurements must be the same unit
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Try It A salt water aquarium must maintain a sodium chloride solution similar to ocean water which is 3.6 g NaCl per g of water. What is the % by mass of NaCl in the solution? 3.6 / ( ) X 100% = 3.5%
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Try It Isopropyl rubbing alochol is usually 70% alcohol and 30% water. If you have 750 ml of rubbing alcohol, how much is isopropyl alcohol and how much is water? .70 x 750 ml = 525 ml of alcohol .30 x 750 ml = 225 ml of water
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Molarity One of the most common ways to describe concentration quantitatively Also called molar concentration Abbreviated with a capital M (yes, just like Molar Mass) Calculated by dividing the moles of solute by the liters of solution Label is moles per liter or M
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Try It You have a 100 ml sample of an aqueous solution that contains .085 moles of KCl. What is it’s molarity? 100 ml x 1l / 1000 ml = .100 L .085 molKCl / .100 L = .85 mol/L or .85M
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Preparing a Molar Solution
How many grams of sucrose (C12H22O11) is needed to prepare one liter of a 1.50 M solution? You’ll need the molar mass of sucrose: 1.5 mol g _____________ X ___________ = 513 g / liter 1 liter mol
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Preparing a Molar Solution
How many grams of sucrose (C12H22O11) is needed to prepare 100 mL of a 1.50 M solution? 1.5 mol g _____________ X ___________ = 513 g / liter 1 liter mol 1 L g 100 mL X __________ X _____________ = 51.3 g 1000 mL L
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