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CHEM 1405

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Describe how to make 775 mL of a 40.0% by volume solution of acetic acid. ... solute = 310 mL of acetic actic. Take 310 mL of acetic acid and add enough water ... – PowerPoint PPT presentation

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Title: CHEM 1405


1
CHEM 1405
  • Class Meeting 18

2
Assignments and Reminders
  • Reading Assignment
  • Chapter 9 by Thursday April 6th
  • Homework Problems due Thursday Mar 30th
  • Chapter 8 Problems 1 through 29 except 3 and
    4
  • Possible quiz on Thursday
  • EXAM III week of April 4th
  • Coverage Chapter 7 and 8
  • Class website
    http//iws.ccccd.edu/jstankus/

Next week!
Please use only one side of the page when
submitting Homework
3
Chemistry Help Resources
  • My office hours
  • Tuesdays after class in Lecture room
  • Thursdays 1-2 in Math Lab
  • Free Tutoring through college
  • Students must submit a tutor request form in
    order to receive detailed information about the
    available tutoring services.  The form is
    available on Collin's website and in the
    following offices
  • CPC room A108 (ask for Sonia Castillo)
  • PRC room F109 (ask for Shontel Penny or Mary
    Eldridge)
  • SCC rooms G200 and G141
  • There are group tutoring services available for
    the following courses (SUBJECT TO CHANGE!)
  • CHEM 1405, 1411, 1412, 2423,
  •  
  • Also available will be online tutoring in the
    following courses (SUBJECT TO CHANGE!)
  • CHEM 1412 below

4
Objectives
  • 1. What are different ways of expressing the
    concentration of a solution? When is each used?

5
Solutions
  • Solutions are homogeneous mixtures of two or more
    substances
  • Homogeneous thoroughly mixed, even composition
    throughout
  • Solute substance being dissolved
  • Solvent substance doing the dissolving

6
Quantities of Solutes in Solution
  • A dilute solution is one that contains relatively
    little solute in a large quantity of solvent.
  • A concentrated solution contains a relatively
    large amount of solute in a given quantity of
    solvent
  • A saturated solution contains the maximum amount
    of solute that can be dissolved in a particular
    quantity of solvent at equilibrium at a given
    temperature.

7
Solution Concentrations
  • Need something more specific than concentrated
    and dilute
  • Molarity
  • Percent concentration
  • Mass/Volume Percent

8
Molarity
  • Molarity is an expression of the concentration of
    a solution in moles of solute per liter of
    solution.

Remember
A solute is a solution component that is
dissolved in a solvent.
The solvent is the solution component) in which
one or more solutes are dissolved to form the
solution
9
Molarity Example
  • Calculate the molarity of a solution made by
    dissolving 0.165 moles of sodium sulfate (Na2SO4)
    in enough water to form 0.500 L of solution

Read as 0.330 molar sodium sulfate
10
Molarity Example (2)
  • Calculate the molarity of a solution made by
    dissolving 6.00 moles of Hydrogen Chloride (HCl)
    in enough water to form 2.50 L of solution

11
Molarity Examples
  • Molarity of 0.00700 mol of Li2CO3 in 10.0 mL of
    solution
  • First convert to liters of solution

12
Molarity Examples
  • 11. Calculate the molarity of each of the
    following solutions.
  • a. 8.90 g of H2SO4 in 100.0 mL of solution
  • First we need to know how many moles of H2SO4 we
    have
  • Find Molar Mass of H2SO4
  • H 2 x 1.00794 g/mol 2.016 g/mol
  • S 1 x 32.066 g/mol 32.066 g/mol
  • O 4 x 15.9994 g/mol 63.998 g/mol
  • Molar mass of H2SO4 98.080
    g/mol

13
Molarity Examples
  • b. 439 g of C6H12O6 in 1.25 L of solution
  • First we need to know how many moles of C6H12O6
    we have
  • Find Molar Mass of C6H12O6
  • C 6 x 12.0107 g/mol 72.0642 g/mol
  • H 12 x 1.00794 g/mol 12.0953 g/mol
  • O 6 x 15.9994 g/mol 95.9964 g/mol
  • Molar mass of C6H12O6
    180.1559 g/mol
  • Find moles of C6H12O6

14
Molarity Example (continued)
15
Molarity Examples
  • How many grams of solute are needed to prepare
    each of the following solutions?
  • a. 2.00 L of 1.00 M NaOH
  • First we need to know the mass of one mole of
    NaOH
  • Find Molar Mass of NaOH
  • Na 1 x 22.989770 g/mol 22.9898 g/mol
  • H 1 x 1.00794 g/mol 1.0079 g/mol
  • O 1 x 15.9994 g/mol 15.9994 g/mol
  • Molar mass of NaOH 39.9971 g/mol

Board
16
Molarity Examples
  • What volume of 6.00 M NaOH is required to contain
    1.25 mol of NaOH?

17
Percent Concentrations
  • Sometimes it is more convenient to express
    concentrations by percentages
  • Percent by Volume
  • Percent by mass

18
Percent Composition Examples
  • What is the percent by volume of a solution made
    by dissolving 235 mL of ethanol in enough water
    to make exactly 500 mL of solution?

19
Volume Percentage Example
  • Describe how to make 775 mL of a 40.0 by volume
    solution of acetic acid.
  • Solve for Volume of solute
  • Volume of solute ( by volume) x (Volume of
    solution)

  • 100
  • Volume of solute (40.0 soln) x (775 mL soln)

  • 100
  • Volume of solute 310 mL of acetic actic
  • Take 310 mL of acetic acid and add enough water
    to make 775 mL of solution

20
Volumetric Glassware
  • Glassware designed for precisely making specific
    concentrations of solutions

21
Mass Percentage Example
  • What is the percent by mass of a solution of 25.0
    g of NaCl dissolved in 475 g (475 mL) of water?.
  • First find total mass of solution
  • mass of solution 25.0 g of NaCl 475
    g of water
  • 500. g

5.00 NaCl solution
22
Mass Percentage Example
  • Describe how to prepare 275 g of an aqueous
    solution that is 5.50 glucose by mass.
  • Solve for mass of solute
  • Mass of solute ( by mass) x (Mass of solution)

  • 100
  • Mass of solute (5.50(mass) soln of glucose) x
    (275 g of soln)

  • 100
  • Mass of solute 15.1 g of glucose
  • Mass of solvent needed Mass of solution Mass
    of solute
  • 275 g 15.1 g 260 g of water
  • Take 15.1 g of glucose and dissolve in 260 g of
    water

23
Mass/Volume Percent
  • Mass/volume percent is an expression of
    concentration in which the mass of the solute is
    divided by the volume of the solution and that
    quotient multiplied by 100.
  • Used in medicine

In medical applications mg/dL
milligrams/deciliter is commonly used
24
Mass/Volume Percent
  • For dilute aqueous solutions
  • Mass/Volume percent is close to Mass/Mass percent
  • This is because the density of a dilute aqueous
    solution is approximately 1 g/mL

25
Extremely Dilute solutions
  • For extremely dilute solutions
  • Concentrations expressed as
  • Parts per million (ppm)
  • Parts per Billion (ppm)
  • Parts per trillion (ppt)
  • 1 ppm is 1 mg/L

26
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27
Saturation Solubilities
  • Curve gives maximum amount of solute dissolved at
    given temperature
  • Most solubilities of ionic solids increase with
    Temperature
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