Course Topic Khan Videos Khan Practice Sets Arithmetic (Week 1) Adding/Subtracting Integers 1a. Example: Adding Negative Numbers b. Example: Adding Integers With Different Signs 2. Adding and Subtracting Negative Number examples 3. Negative Number Word Problems 1 Multiplying/Dividing Integers 1. Multiplying Positive and Negative Numbers 2. Dividing Positive and Negative Numbers 3. Example: Multiplying Numbers With Different Signs Rounding Numbers Rounding Decimals Number Line 1.Points on a Number Line Square Roots 2.Positve and Negative Decimals on a Number Line 1. Understanding Square Roots 2. Approximating Square Roots Fractions (Week 1) Understanding Fractions Adding/Subtracting Fractions Multiplying Fractions Dividing Fractions Videos 1. Identifying Fraction Parts 2. Plotting Fractions on the Number Line 3. Fraction Word Problems 1 Exercise Adding and Subtracting Fractions Multiplying Fractions 1 .Understanding Fractions as Division 2. Conceptual Understanding of Dividing Fractions by Fractions 3. Dividing Fractions Example Decimals and Percents (Week 2) Videos Place Value Decimal Place Value Adding/Subtracting Decimals 1. Adding Decimals Example 1 Adding Decimals Example 2 Adding Decimals Example 3 Math Blast: Fall, 2014 Coach: Linda Devlin 1. Adding Negative Numbers J a 2. Adding and Subtracting Negative Numbers m J 3. Negative Number Word Problems e J a s a m __________ m e d __________ e s 3. Multiplying and Dividing Negative e s Numbers Jd Rounding Numbers G J d ae u a e 1a.Decimalsmon the Number Line 1 m b.DecimalseG on the Number Linez 2 J aJ 2. Decimals son Linem3 e G u the Number Jm a a s z aemu 1. Square Roots of Perfect Squares n d J ez m 2. EstimatingmSquare Roots s J d ea easm e a( a n sm d 0 m Practice G Sets edn e 1 e G 1. Recognizing Fractions u( se d 2. Fractionszon Line u s J51 J ( 0 the Number eG 3. Fraction Word Problems 1 a6 z m 1 J dG0 a m Adding and Subtracting Fractions with u d 2a m a5 eu1 m G unlike Denominators e a J e 5m ez 5 6 Multiplying nPositive and Negative um z s4 a n 2 Fractions e szGm6 J a m G 7sNumbers 1a. Dividing(5Fractions by Whole ua2 m a n b. Dividing04Whole Numbers ( e by ud)Fractions zn5 d a m 0 s z ed 17 enm4 3a.Dividing Fractions by Fractions and e ( m 1 5) e a( 7 Whole Numbers Applications s 0 J 5 d aG G b. Dividing 6Positive and Negative (n10) u 6 e n aG Fractions 2 u 051 zm dJ 2 5 u z1( 5 ea 6 e 5 G (m Practice4 Sets z 06 m 5 m 2 4 uValue 0 asm Money and Decimal Place Intuition 7 12 a 6 Ge 5 7 z 1 na ) 55 n 2 us 4 1. Adding Decimals 1 ) m 5d J n 64 5 Adding Decimals 2 ( z 7 aJa 6 e (427 0 d m ) man 2 ( 075) 1 e a em 5 G0 1)4 5 n se( 4 u1 7 6z 1 5 G s0 7Page 5 6) 2m (u 1 ) d 6 2 5a 0z d 5 e 2 5 J Ja am m e es s d d e eJ G a G um u ze zm s m a and ne ( (0 2. Subtracting Decimals Multiplying/Dividing Decimals 1. Multiplying Decimals More Involved Multiplying Decimals Example 2. Dividing Decimals Equating Decimals, Percents, Fractions 1. Describing the Meaning of Percent 2. Representing a Number as a Decimal, Percent, and Fraction Writng and Solving Proportions 1. Writing proportions 2. Finding an unknown in a Proportion Simplifying Rates and Ratios 1. Simplifying Rates and Ratios Ratio Word Problem Exercise Example 1 Ratio Word Problem Exercise Example 2 Real Numbers (Week 3) Absolute Value Order of Operations and Simplifying Expressions Videos 1. Absolute Value and Number Lines Absolute Value 1 2. Absolute Value Word Problems Exercise 1. Order of Operations More Complicated Order of Operations Example Exponents and Roots (Week 3) Multiplying/Dividing Monomials Videos 1. Exponent rules part 1 Exponent rules part 2 Exponent Properties involving quotients 2. Multiplying and Dividing Monomials 3 Exponent Properties 1 - 7 Polynomials (Week 4 & 5) Adding/Subtracting Polynomials Multiplying Polynomials Videos 1. Adding and Subtracting Polynomials 1 Example: Adding Polynomials With Multiple Variables 1. Multiplying Monomials by Polynomials Multiplying Polynomials example Multiplying Polynomials example 3 2. Foil for Multiplying Binomials Math Blast: Fall, 2014 Coach: Linda Devlin 2. Subtracting Decimals Subtracting Decimals 2 1. Multiplying Decimals 2 Multiplying Decimals 3 J aJ Jm a aeJm a 2. Dividing Decimals 1 se J m Dividing Decimals 2 J em s a Dividing Decimals 3 e Jm a sd s ed 2a. Converting Decimals toaemPercents J de b. Converting Percents tom seDecimals aJ d c. Converting Decimals toes Fractions eG 1 maJ sd ueG ema 1. Writing Proportions d G u z J e 2. Proportions 1 sem G J deau z m se a eGmzau m 1. Ratio Word Problems ds Jm z m G a n uea m ed e G zusman ed a s um z n ( Ge Practice Sets zmde0n( as uG d m ae(10 n zuG 1. Finding Absolute Values e an 05(1 J mz u d n( G160 5a 2. Absolute Value Word Problems e51 Jamz G ( m 6 2 1a. Order of Operations 0u anam u with (10zJ 655 e 2Negative b. Order of Operations G mna a26 z Numbers 051m 5s 4 J u e( n m 165am572 4 a z s0( a 526ne4)5 7d m Sets 10( m Practice n 652s74 ) e e a)7 d510 1. Using exponent rules to25evaluate ( 4 expressions s n e651 J ( 5740d) G 265 a 0 Expressions 4)71e u 2. SimplifyingdRational with 6 ( G52 m 1 7) 5 z Exponent Properties e u452 e 5 J ) 60G m z745 s 6 a 21u a G Sets m 5 m)74 Practice z n 2 5 6m a)7 1. Adding anduSubtracting d 5 e Polynomials J 4 z n ) e 4 s 72a ( a m 5n 7 0 m 1. Multiplyinga Polynomials d )4 J ( G ) 1 e n e 17( 0 2a. MultiplyinguBinomials 5aJ s )0 m 1 b. Multiplyingz Binomials 2 6J a ( G 1 e . 5 m 2a m d 0 u 6 s 5 a 5 e 1 z 6 me 2 n 4e s 5 m 2 Page 5 7sd 2 G 6 a 5 e 4 ( ) d u 2 n 4 7 0 z de 5 Factoring Polynomials 1. Factoring Quadratic Expressions 2. Example 1: Factoring Trinomials With a Common Factor 3. Factoring Quadratics with Two Variables 4. Example 1: Factoring Difference of Squares 5. Example 2: Factoring Difference of Squares Solving Equations and Inequalities (Week 6 & 7) Solving Linear Equations Videos 1. Examples of one-step equations like ax=b and x+a=b 2. Two-Step Equations 3. Example1: Variables on both sides 4. Solving Equations With the Distributive Property Solving Percent Problems Solving Linear Inequalities Taking Percentages Solving Quadratics by Factoring 1. Solving a quadratic equation by factoring Word Problems with Linear Equations Basic Linear Equation Word Problems 1a. Inequalities using addition and subtraction b. Inequalities using multiplication and division 2a. Multi-Step Inequalities2 b. Multi-Step Inequalities3 Geometry and Measurement (Week 8) Videos **Scale and Measurement 1. Interpreting Scale Drawings Example 2. Constructing Scale Drawings Area, Perimeter, Circumference 1a. Introduction to Perimeter b. Perimeter of a Shape 2. Rectangle Area as a product of dimensions same as counting squares 3. Triangle Area Proofs 4. Circles: Radius, Diameter and Circumference 5. Area of a Circle Pythagorean Theorem 1a. The Pythagorean Theorem Intro b. Pythagorean Theorem 2 **optional Math Blast: Fall, 2014 Coach: Linda Devlin 1. Factoring Quadratics 1 2. Factoring Quadratics 2 J Ja am Two 3. Factoring Quadratics With m Variables e J es a 4. Factoring Difference of Squares 1 s m 5. Factoring Difference of Squares 2 J d aJ e d a e m Practice sSets e em 1.One Step Equations J G se d s a G u 2. 2-step Equations e J m onu 3. Equations with variables z both sides d 4. Multi-step Equationsa With Distribution e zm ed G ms m e a u e an G Percentage Word 1 z Problems s d n J uG m 1. One step Inequalities e ( a zu a d J 0 ( m z m n 2. Multi-Step Linear Inequalities e Ga 1 0 eJ m a m1 s u 5 a na ( G z e 5 6 m n 1a. Solving Quadratics by Factoring 0 s 6 d u 2 b. Solving Quadratics bymFactoring e2 (J 1 J z a 2 5 e s 0(a 5 d Linear Equation Wordm Problems 0ma n 5 4 1 J 6 a e 7 4 Gd 1e m a5 e 2 n ( )7 u e m65s 5 Practice Sets G s 0 ) z e26 1. Interpreting 4Scale Drawings ( 1u m J G s52d 2. Constructing7Scale Drawings z 0 5 aJau 5e d 4 ) 1 6m namz 4 e 1a. Perimeter 1 d7 J 5 2a m em e)7G b. Finding Perimeter 2. Area Problems a 6 5J n (esa )u G J m 2 4a 0sn z u G a 3. Area of Triangles m ( e J5 7 1d mz u m 4. Radius, Diameter and Circumference s ma4 )e 0 a d 5 e ( 5a. Area of a Circle e z a s 1 Jm 7 6e0 n b. Shaded Areas mn 5 d Js ea) 2G1 a e a sm d 6 1. Pythagorean Theorem 5G u5 n ( J de e 2 m 4u z6 0 ( a e G e ds 5 10 7z m m2 ( G 4 u se )m a 51 Gd u 7 e 5 0 5 z a 6 s n4 1 u z ) e d m G n7 2 6 z Page 3 5 52 a eu m ( ) d 6 n mzG a (0 4 5 e 2 au n G 01 7 4 m 5 J Ja am me es s d de e G Gu uz zm ma an n ( (0 01 15 56 62 2J 5 5a4 4m7 7e) )s d e G u z
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