ALGEBRAArithmetic Basics: Long Division of NumbersArithmetic Basics: Finding the Percent of a NumberArithmetic Basics: Multiplying DecimalsArithmetic Basics: Dividing DecimalsArithmetic Basics: Converting Decimals into FractionsFractionsAdding and !ubtractingFractions: Adding and !ubtractingNumerical and "ariable #$amplesFractions: Adding and !ubtracting Fractions %ith Di&erent DenominatorsFractionsMultiplying and DividingBasic Math: Dividing FractionsComparing Fractions using 'ne(ualities#$ )Comparing Fractions using 'ne(ualities#$ *Fractions: Multiplying+ ,educing+ Adding and !ubtracting!implifying Comple$ Fractions#$ )!implifying Comple$ Fractions#$ *!implifying Comple$ Fractions#$ -Partial Fraction Decomposition#$ample )Partial Fraction Decomposition#$ample *Partial Fraction Decomposition#$ample .Partial Fraction Decomposition#$ample /Partial Fraction Decomposition#$ample 0Averages and 1ord ProblemsBasic #$ampleAverages: Finding an Average 2rade 3ou Need to Ma4e to Bring 3our 2rade up to a Desired AmountAverages: 1hat 2rade do ' Need on the Final to Pass the Class56,adical Notation and !implifying ,adicals,adicals: !implifying ,adical #$pressions 'nvolving "ariables#$ )!implifying Numbers under !(uare ,oots,ationali7e the Denominator,ationali7ing the Denominator#$ ),ationali7e the Denominator8arder #$ample,ationali7ing the Denominator#$ -Factoring a NumberFactoring a Number2reatest Common Factor+ 2CFLeast Common MultipleAn 'ntro to !olving Linear #(uations: 1hat Does it Mean to be a !olution5An 'ntro to !olving Linear #(uations: !olving some Basic Linear #(uationsAn 'ntro to !olving Linear #(uations: !olving some Basic Linear #(uations+ #$ *!olving Linear #(uations!olving Linear #(uations#$ample )!olving a Basic Linear #(uation#$ample *!olving a Basic Linear #(uation#$ample -Direct "ariation 9 Direct Proportion#$ )Direct "ariation 9 Direct Proportion#$ *Direct "ariation 9 Direct Proportion#$ -!lope of a Line#(uation of a Line: Point:!lope Form2raphing a Line ;sing a Point and !lopeLinear Functions: 2raphing by Finding uadratics#$ )!olving 1ord Problems in Distance+ ,ate+ and =ime ;sing >uadratics#$ *!olving 1ord Problems in Distance+ ,ate+ and =ime ;sing >uadratics#$ -!olving a ProEectile Problem ;sing >uadratics#$ )!olving a ProEectile Problem ;sing >uadratics#$ *!olving a ProEectile Problem ;sing >uadratics#$ -More 1ord Problems ;sing >uadratic #(uations#$ )More 1ord Problems ;sing >uadratic #(uations#$ *More 1ord Problems ;sing >uadratic #(uations#$ample -!olving >uadratic 'ne(ualities=he Basics!olving >uadratic 'ne(ualities!olving >uadratic 'ne(ualitiesA Common Mista4e!olving >uadratic 'ne(ualities#$ )!olving >uadratic 'ne(ualities#$ *!olving >uadratic 'ne(ualities#$ -!olving >uadratic 'ne(ualities+ More #$ )!olving >uadratic 'ne(ualities+ More #$ *!olving >uadratic 'ne(ualities+ More #$ -!olving >uadratic 'ne(ualities+ More #$ .!olving >uadratic 'ne(ualitiesMore #$amples,ational #$pressions and DomainFinding the Domain of an #$pression 'nvolving Fractions#$ )Finding the Domain of an #$pression 'nvolving Fractions#$ *Finding the Domain of an #$pression 'nvolving Fractions#$ -Finding Domains of Functions 'nvolving ,adicals @!(uare ,oots to be More Precise6A#$ample )Finding Domains of Functions 'nvolving ,adicals @!(uare ,oots to be More Precise6A#$ *Finding Domains of Functions 'nvolving ,adicals @!(uare ,oots to be More Precise6A#$ -Finding the Domain of a Function Algebraically @No graph6A,ational #$pressions: 1riting in Lo%est =erms#$ ),ational #$pressions: 1riting in Lo%est =erms#$ *,ational #$pressions: Adding and !ubtracting,ational #$pressions: Adding and !ubtractingH #$ ),ational #$pressions: Adding and !ubtractingH #$ *,ational #$pressions: Multiplying and DividingH #$ ),ational #$pressions: Multiplying and DividingH #$ *,ational #$pressions: Multiplying and DividingH #$ -,ational #(uations: !olving!olving a Basic ,ational #(uation#$ )!olving a Basic ,ational #(uation#$ *!olving a Basic ,ational #(uation#$ -!olving a Basic ,ational #(uation#$ .!olving a Basic ,ational #(uation#$ /2raphing !ome Basic ,ational Functions#$ample )2raphing a ,ational Function#$ample )2raphing a ,ational Function#$ample *2raphing a ,ational Function#$ample -2raphing a ,ational Function#$ample .,ational Functions: !hortcut to Find 8ori7ontal Asymptotes,ational Functions: "ertical Asymptotes,ational Functions: !lant AsymptotesFind Asymptotes of a ,ational Function @"ertical and ?bli(ue9!lantAFind Asymptotes of a ,ational Function @"ertical and ?bli(ue9!lantA+ #$ *2raphing a ,ational Function that has an ?bli(ue9!lant Asymptote and a "ertical Asymptote,ational 'ne(ualities: !olving!olving a ,ational 'ne(uality#$ )!olving a ,ational 'ne(uality#$ *!olving a ,ational 'ne(uality#$ -!olving a ,ational 'ne(uality+ More #$amples#$ )!olving a ,ational 'ne(uality+ More #$amples#$ample *!olving a ,ational 'ne(uality+ More #$amples#$ample -Piece%ise DeIned Functions: 2raphing2raphing a Piece:1ise DeIned FunctionAnother #$amplePiece%ise Functions: Find the Formula from a 2raph#$ )Piece%ise Functions: Find the Formula from a 2raph#$ *#valuating Piece%ise DeIned FunctionsFunctions: Adding and !ubtractingFunctions: Multiplying and DividingComposition of FunctionsFinding Functions that Form a Particular Composite Function=he "ertical Line =estuotient#$ample *2raphing the 2reatest 'nteger or Floor Function!olving an #(uation for a !peciIed "ariable!olving #(uations 'nvolving !(uare ,oots!olving an #(uation 'nvolving a !ingle ,adical @!(uare ,ootA#$ )!olving an #(uation 'nvolving a !ingle ,adical @!(uare ,ootA#$ *!olving an #(uation 'nvolving a !ingle ,adical @!(uare ,ootA#$ -!olving an #(uation Containing =%o ,adicals#$ )!olving an #(uation Containing =%o ,adicals#$ *!olving an #(uation Containing =%o ,adicals#$ -!olving #(uations 'nvolving ,ational #$ponents!olving an #(uation 'nvolving ,ational #$ponents#$ )!olving an #(uation 'nvolving ,ational #$ponents#$ *!olving an #(uation 'nvolving ,ational #$ponents#$ -=he Cartesian Coordinate !ystemA fe% basic (uestionsBasic 2raphs that #very Algebra !tudent !hould Jno%662raphing #(uations by Plotting Points#$ample )2raphing #(uations by Plotting Points#$ample *2raphing #(uations by Plotting Points#$ample -Finding Domain and ,ange of a Function using a 2raphDomain and ,ange From a 2raphLocal Ma$9Min+ 'nc9Dec: ?n a 2raphFinding Limits From a 2raph8ori7ontal and "ertical 2raph =ransformations8ori7ontal And "ertical 2raph !tretches and Compressions Part ) of -8ori7ontal And "ertical 2raph !tretches and Compressions Part * of -2raph =ransformations about the