Master Copy 18-19
This document was uploaded by user and they confirmed that they have the permission to share it. If you are author or own the copyright of this book, please report to us by using this DMCA report form. Report DMCA
Overview
Download & View Master Copy 18-19 as PDF for free.
More details
- Words: 730
- Pages: 55
THIS IS GLUED ON THE FRONT COVER OF THE COMPOSITION NOTEBOOK Math Interactive Notebook Rubric
Table of Contents – 25pts
Recent Notes Check – 25pts
Cumulative Notes Check – 25pts
Neatness and Clarity – 25pts
Date
Table of Contents
Recent Notes
10 – All entries have the correct name 10 – Page numbers are accurate 5 – All entries have the correct date 15 –All notes were written down fully & accurately 5 – Notes have the correct page number 5 – Notes have the correct date 10 – All previous notes have been maintained 10 – Errors from previous journal check have been fixed 5 – Foldables and notes are complete 10 – Notebook is well organized 10 – All pages are free of rips, tears and doodles 5 – All items are neatly glued in Journal Check Grade Log Cumulative Neatness Final Notes Notes & Clarity Grade
PAGES 1 – 6 ARE LABELED FOR TABLE OF CONTENTS! Date
Name
Page Number
8/8
Multiplication Table
7
8/8
Accountable Talk
8
8/8
CUBES
9
8/8
Math Key Terms
10
8/10
Ways to Write a Ratio
11
8/10
Representing Ratios
12
8/10
Multiplicative and Additive Properties of Ratio Tables
13
8/28
Solving Problems with Double Number Lines
14
9/10
Measurement Conversions
15
9/12
Percents, Decimals and Fractions
16
9/19
Basic Properties of Numbers
17
9/19
Divisibility Rules
18
9/19
Odd & Even Numbers
19
9/19
Convert Mixed Numbers to Improper Fractions
20
9/19
Convert Improper Fractions to Mixed Numbers
21
9/19
Greatest Common Factor
22
9/19
Least Common Multiple
23
9/19
Prime & Composite Numbers
24
9/25
Divide Fractions by Whole Numbers
25
9/26
Divide Whole Numbers by Fractions
26
9/28
Divide Fractions by Fractions
27
10/3
Place Value
28
10/3
Fractions as Decimals
29
10/3
Operations with Decimals
30
10/3
Steps for Long Division
31
10/24
Horizontal and Vertical Number Lines
32
5
10/24
Integer Key Words
33
10/31
Fractions on the Number Line
34
10/31
Decimals on the Number Line
35
10/31
Inequality Symbols
36
10/31
Coordinate Plane
37
11/14
Reflections
38
11/16
Distance on the Coordinate Plane
39
11/28
Ways to Represent Multiplication and Division
40
11/28
Inverse Operations
41
11/30
Exponents
42
12/4
Order of Operations
43
12/7
Writing Algebraic Expressions
44
12/14
Writing & Expanding Multiplication Expressions
45
12/14
Factoring & Expanding Expressions
46
1/8
Identify the Operations
47
1/23
One Step Equations – Tape diagrams
48
1/23
One Step Equations – Inverse Operations
49
1/29
Graphing Inequalities and Inequality Key Words
50
3/5
Identifying Polygons
51
3/5
Area of Polygons
52
3/8
Prisms & Pyramids
53
3/8
Volume of Right Rectangular Prisms
54
3/18
Statistical Questions
55
3/20
How to Create a Dot Plot
56
3/22
Mean, Median, Mode and Range
57
3/22
Interquartile Range
58
6
MULTIPLICATION TABLE 8/8
7
ACCOUNTABLE TALK 8/8
8
CUBES 8/8
9
MATH KEY TERMS 8/8
10
Ways to Write a Ratio 8/10
11
Representing Ratios (8/10)
12
Multiplicative & Additive Properties of Ratio Tables (8/10)
13
14
Measurement Conversions (9/10)
15
Percents, Decimals and Fractions (9/12) (What was actually glued in is a foldable, this is another version of the same information)
16
Basic Properties of Numbers (9/19)
17
Divisibility Rules (9/20)
18
Odd & Even Numbers (9/19).
19
Convert Mixed Numbers to Improper Fractions (9/19)
20
Convert Improper Fractions to Mixed Numbers (9/19)
21
Greatest Common Factor (PAGE 22) Prime Factorization: Step 1: Create a factor tree using any factors other than 1 Step 2: Factor each number out until only prime factors remain. Circle all prime factors! Step 3: Organize prime factors into a table, only lining up like numbers. Step 4: Multiply one number from each column that has overlap. The product is your GCF. Example:
22
Least Common Multiple (PAGE 23) *Use steps 1 -3 of GCF* Step 4: Take one number from every column and multiply. The product is your LCM. Example:
2 x 2 x 2 x 2 x 2 x 3 = 96 LCM
23
Prime & Composite Numbers (9/19)
24
25
26
27
28
Fractions as Decimals
29
Operations With Decimals
30
Steps for Long Division
31
Horizontal and Vertical Number Lines (10/24)
32
Integer Key Words (10/24)
33
34
35
36
Coordinate Plane (10/31)
37
38
39
40
Inverse Operations
41
42
43
44
45
46
47
48
49
50
51
52
53
54
55
56
57
58
Table of Contents – 25pts
Recent Notes Check – 25pts
Cumulative Notes Check – 25pts
Neatness and Clarity – 25pts
Date
Table of Contents
Recent Notes
10 – All entries have the correct name 10 – Page numbers are accurate 5 – All entries have the correct date 15 –All notes were written down fully & accurately 5 – Notes have the correct page number 5 – Notes have the correct date 10 – All previous notes have been maintained 10 – Errors from previous journal check have been fixed 5 – Foldables and notes are complete 10 – Notebook is well organized 10 – All pages are free of rips, tears and doodles 5 – All items are neatly glued in Journal Check Grade Log Cumulative Neatness Final Notes Notes & Clarity Grade
PAGES 1 – 6 ARE LABELED FOR TABLE OF CONTENTS! Date
Name
Page Number
8/8
Multiplication Table
7
8/8
Accountable Talk
8
8/8
CUBES
9
8/8
Math Key Terms
10
8/10
Ways to Write a Ratio
11
8/10
Representing Ratios
12
8/10
Multiplicative and Additive Properties of Ratio Tables
13
8/28
Solving Problems with Double Number Lines
14
9/10
Measurement Conversions
15
9/12
Percents, Decimals and Fractions
16
9/19
Basic Properties of Numbers
17
9/19
Divisibility Rules
18
9/19
Odd & Even Numbers
19
9/19
Convert Mixed Numbers to Improper Fractions
20
9/19
Convert Improper Fractions to Mixed Numbers
21
9/19
Greatest Common Factor
22
9/19
Least Common Multiple
23
9/19
Prime & Composite Numbers
24
9/25
Divide Fractions by Whole Numbers
25
9/26
Divide Whole Numbers by Fractions
26
9/28
Divide Fractions by Fractions
27
10/3
Place Value
28
10/3
Fractions as Decimals
29
10/3
Operations with Decimals
30
10/3
Steps for Long Division
31
10/24
Horizontal and Vertical Number Lines
32
5
10/24
Integer Key Words
33
10/31
Fractions on the Number Line
34
10/31
Decimals on the Number Line
35
10/31
Inequality Symbols
36
10/31
Coordinate Plane
37
11/14
Reflections
38
11/16
Distance on the Coordinate Plane
39
11/28
Ways to Represent Multiplication and Division
40
11/28
Inverse Operations
41
11/30
Exponents
42
12/4
Order of Operations
43
12/7
Writing Algebraic Expressions
44
12/14
Writing & Expanding Multiplication Expressions
45
12/14
Factoring & Expanding Expressions
46
1/8
Identify the Operations
47
1/23
One Step Equations – Tape diagrams
48
1/23
One Step Equations – Inverse Operations
49
1/29
Graphing Inequalities and Inequality Key Words
50
3/5
Identifying Polygons
51
3/5
Area of Polygons
52
3/8
Prisms & Pyramids
53
3/8
Volume of Right Rectangular Prisms
54
3/18
Statistical Questions
55
3/20
How to Create a Dot Plot
56
3/22
Mean, Median, Mode and Range
57
3/22
Interquartile Range
58
6
MULTIPLICATION TABLE 8/8
7
ACCOUNTABLE TALK 8/8
8
CUBES 8/8
9
MATH KEY TERMS 8/8
10
Ways to Write a Ratio 8/10
11
Representing Ratios (8/10)
12
Multiplicative & Additive Properties of Ratio Tables (8/10)
13
14
Measurement Conversions (9/10)
15
Percents, Decimals and Fractions (9/12) (What was actually glued in is a foldable, this is another version of the same information)
16
Basic Properties of Numbers (9/19)
17
Divisibility Rules (9/20)
18
Odd & Even Numbers (9/19).
19
Convert Mixed Numbers to Improper Fractions (9/19)
20
Convert Improper Fractions to Mixed Numbers (9/19)
21
Greatest Common Factor (PAGE 22) Prime Factorization: Step 1: Create a factor tree using any factors other than 1 Step 2: Factor each number out until only prime factors remain. Circle all prime factors! Step 3: Organize prime factors into a table, only lining up like numbers. Step 4: Multiply one number from each column that has overlap. The product is your GCF. Example:
22
Least Common Multiple (PAGE 23) *Use steps 1 -3 of GCF* Step 4: Take one number from every column and multiply. The product is your LCM. Example:
2 x 2 x 2 x 2 x 2 x 3 = 96 LCM
23
Prime & Composite Numbers (9/19)
24
25
26
27
28
Fractions as Decimals
29
Operations With Decimals
30
Steps for Long Division
31
Horizontal and Vertical Number Lines (10/24)
32
Integer Key Words (10/24)
33
34
35
36
Coordinate Plane (10/31)
37
38
39
40
Inverse Operations
41
42
43
44
45
46
47
48
49
50
51
52
53
54
55
56
57
58
Related Documents
Master Copy
November 2019 22
Snakkmaster_big - Master - Copy
November 2019 15
Master Copy All.docx
April 2020 19
Master Copy 18-19
November 2019 15
Master Copy - Systematic Theology
June 2020 11