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Solutions and Solubility Teacher Blog

Mar 01, 2018

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    Chemistry

    30

    Unit 5:Solutions and

    Solubility

    TEACHER

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    Components of a Solution

    A solution is composed of two or more pure substances mixed togeter! one ofwic is a sol"ent and te oter a solute#

    A cup of instant co$ee is te solution! te ot water is te sol"ent! and teinstant co$ee is te solute#

    A saturated solution is a solution tat contains te maximum amount of solute

    dissol"ed in a sol"ent# A supersaturated solution is a solution were conditionsa"e been canged to allow more solute to dissol"e tan would at roomtemperature %tis is done by eating te sol"ent or solution

    'en te sol"ent and solutes are li(uids we can use te terms miscible and

    immiscible# )iscible means tat te two li(uids will mix togeter! and

    immiscible means tat te two li(uids will not dissol"e in one anoter#

    Remember! te sol"ent and solute can be solid! li(uid OR gas# Tere arespecial names for solutions were te solute and sol"ent are bot solids and

    wen te solute is a li(uid! and te sol"ent is a solid#o Solid*in*solid + alloys %e#g#! brass , -inc . copper! sterling sil"er , sil"er

    . copper

    o /i(uid*in*solid + amalgams %e#g#! older dental 0llings , mercury . sil"er

    1actors tat may a$ect solubility are temperature and pressure:

    o Temperature: 2ases: Temp 3! solubility 4

    Solids and li(uids: Temp 3! solubility 3

    o ressure: 2ases: ressure 3! solubility 3

    Solids and li(uids: una$ected

    /i6e dissol"es li6e# Tat is polar co"alent molecules usually dissol"e in oterpolar co"alent molecules and non*polar co"alent molecules dissol"e in non*polar co"alent molecules#

    RECALL: Polarity can be determined by subtracting electronegativities. A polarmolecule is one where one (or more) atom in the molecule has a stronger pull on theelectrons than another atom so the electrons move closer to the atom with thestronger pull (higher electronegativity). !his creates a dipole where the atom with the

    stronger pull has a slightly negative charge and the atom with the lowerelectronegativity (less pull) has a slightly positive charge.

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    Water as a Solvent:

    Solutions in wic water iste sol"ent are calleda(ueous solutions#

    )ost co"alent li(uids are

    only able to dissol"e oterco"alent compounds7 watercan dissol"e bot ionic andco"alent compounds#

    Te attraction of water dipoles for ions pulls ions out of a crystalline lattice and intoa(ueous solution#

    Aqueous Solutions:

    Sometimes wen we mix two dissol"ed salts togeter! we end up wit aprecipitate# Tis is because a new ionic compound is formed tat is insoluble inwater#

    We can use solubility charts or solubility tables to determine if a solidwill be formed.

    Ion Solubility Exceptions89+ soluble noneCl9;+ soluble noneCl+ soluble except Ag.! Hg

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    Calcium Carbonate is insoluble so a precipitate will 'orm sodium nitrate is soluble

    See Components of Solutions Assign

    Concentration

    Concentration refers to te amount of solute dissol"ed in a speci0c amount ofsol"ent#

    Concentrated and dilute are (ualitati"e terms we use to describe concentration#

    Bilute means tere is not a lot of solute in te solution and concentrated meanstere is a lot of solute in te solution#

    Common concentrations are molarity! molality! ppm! and ppb#

    olarity

    Tis is the number o' moles o' solute dissolved in one litre o' solution#

    Te formula for molarity is as follows:

    c

    n

    V

    n , moles of solute

    D , "olume of solution in litres

    c , concentration in moles per litre %)&

    Ex. >f a teaspoon %5#m/& of a #5 ) solution of 8aCl was e"aporated! ow manymoles of sodium cloride would be left 'at mass of 8aCl would be left

    c=n

    Vn=cV

    n=(0.50M) (0.0050L ) *.**#+ mol

    convertmass :0.0025mol x58.4428g

    1mol =0.15g

    Ex. Antifree-e is a solution of etylene glycol! C

    )oles of C

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    A standard solution is a solution of a 6nown concentration# Tis means it as aprecise mass of solute in a speci0c "olume of solution#

    Standard solutions are used in experiments were te concentration of a solutionmust be 6nown#

    'e use "olumetric Kas6s to prepare standard solutions as tey a"e a smallmargin of error wen compared to oter pieces of lab e(uipment# DolumetricKas6s come in a "ariety of si-es %"olumes

    To prepare a standard solution we follow the following steps:

    # Calculate te re(uired mass of solute needed using te "olume and concentrationyou want to end up wit#

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    Ex.'ater is added to

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    Ex. 'at are te concentrations of te ions in an a(ueous solution containing #5molJ/ iron%>>>& nitrate

    1e%89&%s&

    1e.%a(&. 89O%a(&

    M1e.N , #5 molJ/ 1e%89&G

    3

    3 3

    1

    1 ( )

    mol Fe

    mol Fe NO

    +

    , #5 molJ/ 1e.

    M89ON , #5 molJ/ 1e%89&G

    3

    3 3

    3

    1 ( )

    mol NO

    mol Fe NO

    , #;5 molJ/ 89O

    Ex.

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    1or example te allowable concentration of mercury in air is L

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    See Concentration an! "ilution Assignment

    %&e Solubility #ro!uct Constant:

    All salts a"e di$erent solubilities# E"en insoluble salts will dissol"e in water tosome extent#

    'en a salt is dissol"ed in water! some of te salt dissol"es and some may not#Te amount of salt tat dissociates into ions is di$erent for e"ery salt#

    @spis a number tat represents ow muc of te salt will dissociate into ions#

    @spis e(ual to te product of te concentration terms eac raised to te power ofte coecients of te substance in te dissociation e(uation#

    @sp"alues f te @spis low! te solid is not "ery soluble#

    o >f te @spis ig! te solid is soluble#

    An expression for te solubility product constant! Ksp! of calcium pospate would be asfollows:

    ?alanced E(uation: Ca%9;&

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    1.6102g

    1L

    1mol

    78.1g=2.010

    4M , x

    1ind @sp using solubility constant expression:

    @sp , MCa

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    Solubility #ro!uct Constants near '( oC

    )ormula * spAl%9H& #G+

    Al9; F#G+X

    ?aC9 5#G+X

    ?aCr9; #

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    1e;M1e%C8&FN

    #G+;

    1e%9H& ;G+L

    1e9; #G+

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    Ag

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    = Sul0de e(uilibrium of te type:

    )S%s& . H

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    c,

    n

    V

    M)gC9N ,

    -31.4 10 mol

    10.0 L, #; G *;molJ/

    i' 5;gC$7 2.8 < 2*98mol=L then 5;g#&7 and 5 C$

    #97 each 2.8 < 2*98mol=L

    @sp, %#; G *;&%#; G *;&

    -sp, %#; G *;&

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    copper ions %te common ion& tings will cange# /etWs say we added someiodide ions7 tis will increase te concentration of iodide and te product of tecopper ions and iodide ions would be iger tan te @sp "alue# Tis is notpossible so te concentrations would need to be lowered# >n order to lower teconcentration of iodide ions! some copper %>& iodide would need to precipitateout# Tis follows /e CatelierWs rinciple because we increased te concentrationof te products %iodide ions& so te reaction sifts to te reactants#

    After adding iodide ions to te solution! copper %>& iodide will precipitate out! but

    once te reaction reaces e(uilibrium again! te concentration of copper ionsand iodide will no longer be e(ual %tere will be more iodide ions in solution tancopper ions Tis also means te concentration of Cu.will be lower tan at teoriginal e(uilibrium and te concentration of > *will be iger tan at te originale(uilibrium#

    Overvie,:>f a sligtly soluble ionic compound is dissol"ed in water! you canforce precipitation of tat salt by adding a readily soluble ionic compound tatas an ion in common wit te sligtly soluble salt# Tis sift is 6nown as tecommon ion e+ect#

    &%.!e -spof sil"er iodide is

    178.3 10# 'at is te iodide ion concentration of a # /

    saturated solution of Ag> to wic #%a(& V Ag.%a(& . >*%a(& -sp,

    [ ][ ]Ag I+ = 178.3 10

    >f te e(uilibrium concentration of iodide ion from te dissociation is%! ten tee(uilibrium concentration of sil"er ion is%. #

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    To calculate selecti"e precipitation we use initial concentrations %\&! instead of tee(uilibrium concentrations#

    >n selecti"e precipitation tere are restraints in forming a precipitate7 a precipitatedoesn]t always form in a solution# >t depends on te relationsip between @ and \:

    o >f \^@ a precipitate formsand te reaction proceeds to te left

    o >f \_@ no precipitate formsand te reaction proceeds to te rigt

    o

    >f \,@ te reaction is at e(uilibrium

    Example:>f ;/ of #5) @Cl is mixed wit F/ of #) b%89 &

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    precipitate 0rst 'ic will be in excess

    >irst we plug the given values into the -sp epression 'or bCl

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    -ab: Analying for Anions

    #/R#OSE

    >n tis experiment you will obser"e and record some caracteristic cemical reactionsof se"eral negati"ely carged ions: S9;

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    #ROCE"/RE

    a# Te tests can easily be made by putting a few drops of a solution on a plastic 0lmand adding to tis a few drops of one of te reagents# B9 89T use te tip of a dropperfrom a stoc6 bottle for stirring# Boing so could contaminate te solution contained inte bottle# Use a tin glass rod#

    b# Test