The student workbook is a GREAT source of additional work and examples/notes for at home use:

1-1 Integers and Their Opposites (examples p8-9, notes 10, additional practice p10-12)

1-2 Rational Numbers (examples p14-15, notes p16, additional practice p16-18)

1-3 Add Integers (examples p20-21, notes p22, additional practice p22-24)

1-4 Subtract Integers (examples p26-27, notes p28, additional practice p28-30)

1-5 Add and Subtract Rational Numbers (examples p32-33, notes p34, additional practice p34-36)

1-6 Multiply Integers (examples p40-41, notes p42, additional practice p42-44)

1-7 Multiply Rational Numbers (examples p46-47, notes p48, additional practice p48-50)

1-8 Divide Integers (examples p52-53, notes p54, additional practice p54-56)

1-9 Divide Rational Numbers (examples p58-59, notes p60, additional practice p60-62)

1-10 Rational Numbers (examples p64-65, notes p66, additional practice p66-68)

The student workbook is a GREAT source of additional work and examples/notes for at home use:

2-1 Ratios, Rates, & Unit Rates (examples p86-87, notes p88, additional practice p88-90)

2-2 Ratios of Fractions (examples p92-93, notes p94, additional practice p94-96)

2-3 Equivalent Ratios (examples p98-99, notes p100, additional practice p100-102)

2-4 Constant of Proportionality (examples p104-105, notes p106, additional practice p106-108)

2-5 Graphs (examples p116-117, notes p118, additional practice p118-120)

2-6 Proportional Reasoning (examples p122-123, notes p124, additional practice p124-126)

The student workbook is a GREAT source of additional work and examples/notes for at home use:

3-1 Percents of Numbers (examples p138-139, notes p140, additional practice p140-142)

3-2 Percent and Proportion (examples p144-145, notes p146, additional practice p146-148)

3-3 Percent Equation (examples p150-151, notes p152, additional practice p152-154)

3-4 Percent Change and Error (examples p158-159, notes p160, additional practice p160-162)

3-5 Markup and Markdown (examples p168-169, notes p170, additional practice p170-172)

3-6 Simple Interest (examples p174-175, notes p176, additional practice p176-178)

The student workbook is a GREAT source of additional work and examples/notes for at home use:

4-1 Algebraic Expressions (examples p190-191, notes p192, additional practice p192-194)

4-2 Equivalent Expressions (examples p196-197, notes p198, additional practice p198-200)

4-3 Simplify Expressions (examples p202-203, notes p204, additional practice p204-206)

4-4 Expand Expressions (examples p208-209, notes p210, additional practice p210-212)

AFTER WINTER BREAK

4-5 Factor Expressions (examples p208-209, notes p210, additional practice p210-212)

4-6 Add Expressions (examples p208-209, notes p210, additional practice p210-212)

4-7 Subtract Expressions (examples p208-209, notes p210, additional practice p210-212)

4-8 Analyze Expressions (examples p208-209, notes p210, additional practice p210-212)

The student workbook is a GREAT source of additional work and examples/notes for at home use:

5-1 Write Two-Step Equations (examples p254-255, notes p256, additional practice p256-258)

5-2 Solve Two-Step Equations (examples p260-261, notes p262, additional practice p262-264)

5-3 Solve Equations using Distributive Property (examples p266-267, notes p268, additional practice p268-270)

5-4 Solve Inequalities Using Addition and Subtraction (examples p274-275, notes p276, additional practice p276-278)

5-5 Solve Inequalities using Multiplication or Division (examples p280-281, notes p282, additional practice p282-284)

5-6 Solve Two-Step Inequalities (examples p290-291, notes p292, additional practice p292-294)

5-7 Solve Multi-Step Inequalities (examples p296-297, notes p298, additional practice p298-300)

The student workbook is a GREAT source of additional work and examples/notes for at home use:

6-1 Populations and Samples (examples p312-314, notes p315, additional practice p315-318)

6-2 Draw Inferences from Data (examples p320-322, notes p322, additional practice p323-326)

6-3 Make Comparative Inferences (examples p330-331, notes p332, additional practice p332-334)

6-4 Make Comparative Inferences (examples p336-337, notes p338, additional practice p338-340)

The student workbook is a GREAT source of additional work and examples/notes for at home use:

7-1 Likelihood and Probability (examples p356-357, notes p358, additional practice p358-360)

7-2 Theoretical Probability (examples p362-363, notes p364, additional practice p364-366)

7-3 Experimental Probability (examples p368-369, notes p370, additional practice p370-372)

7-4 Probability Models (examples p374-375, notes p376, additional practice p376-378)

7-5 Compound Events (examples p386-387, notes p388, additional practice p388-390)

7-6 Compound Events (examples p392-393, notes p394, additional practice p394-396)

7-7 Simulate Compound Events (examples p398-399, notes p400, additional practice p400-402)

The student workbook is a GREAT source of additional work and examples/notes for at home use:

8-1 Scale Drawings (examples p416-417, notes p418, additional practice p418-420)

8-2 Draw Geometric Figures (examples p422-423, notes p424, additional practice p424-426)

8-3 Draw Triangles (examples p428-430, notes p431, additional practice p431-434)

8-4 Angle Relationships (examples p436-437, notes p438, additional practice p438-440)

8-5 Circumference (examples p442-443, notes p444, additional practice p444-446)

8-6 Area of a Circle (examples p450-451, notes p452, additional practice p452-454)

8-7 Cross Sections (examples p460-461, notes p462, additional practice p462-464)

8-8 Surface Area (examples p466-467, notes p468, additional practice p468-470)

8-9 Volume (examples p472-473, notes p474, additional practice p474-476)