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Computation of Integers: Math Intervention for Elementary and Middle Grades Students [Pehme köide]

  • Formaat: Paperback / softback, 168 pages, kõrgus x laius: 276x216 mm, kaal: 358 g
  • Ilmumisaeg: 21-Jan-2010
  • Kirjastus: Pearson
  • ISBN-10: 0205567398
  • ISBN-13: 9780205567393
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  • Formaat: Paperback / softback, 168 pages, kõrgus x laius: 276x216 mm, kaal: 358 g
  • Ilmumisaeg: 21-Jan-2010
  • Kirjastus: Pearson
  • ISBN-10: 0205567398
  • ISBN-13: 9780205567393
This practical new text will empower those educators responsible for math instruction to successfully teach students in grades six through eight, as well as other students, to master computation of integers.  Integration of picture-led, step-by-step instruction with accompanying dialogue will aid educators to deliver the exact vocabulary and stepwise procedures necessary for successthat of their students learning the mathematical process to computing integers. Written for math educators including elementary, middle school, special education teachers, tutors and home school teachers, this accessible guide will improve instructors ability to teach integers, and the confidence in their students to master the subject matter.

 

Special pedagogical features include:





Student Work Pages for every lesson! Scripted, step-by-step examples outline how to teach each stage using hands-on, pictorial and abstract approaches. Concrete to Representational to Abstract sequence of instruction (CRA) in each section of the book and materials. Instructional lessons with assessment matching inform both the student and the teacher what learning occurred and where to start in order to master the skill. Cumulative reviews to help eachstudent successfully retain information.  

Muu info

This practical new text will empower those educators responsible for math instruction to successfully teach students in grades four through eight and struggling high school students to master fractions, the area in which students seem to struggle the most. The authors carefully reviewed research reports on algebra and fractions to develop their interventions to teach educators and students alike how and why fractions computation works. Integration of picture-led, step-by-step instruction with accompanying dialogue will aid educators to deliver the exact vocabulary and stepwise procedures necessary for successthat of their students learning the mathematical process to computing fractions. Instructional content featured in the text has been sequenced so that students start with foundational skills and build to more complex skills, including explicit instruction, concrete to representational to abstract sequence of instruction (CRA), assessment-informed instruction, and sufficient practice. The student work pages featured with each lessons, instructional lessons with assessment matching, and cumulative reviews all enhance the practicality of the text. Written for math educators including elementary, middle school, special education teachers, tutors and home school teachers, this accessible guide will improve instructors ability to teach integers, and the confidence in their students to master the subject matter.
Introduction 1(1)
Why Integers?
1(1)
Overview
2(2)
Description of Manipulatives
4(1)
Digit
4(1)
Tens
4(1)
Group
5(1)
Divisor Line
5(1)
Equals Sign
6(1)
Positive or Plus Symbol
6(1)
Negative or Minus Symbol
6(1)
Multiplication Symbol
6(1)
Organization of Materials
6(1)
Who Can Use This Intervention?
7(1)
How to Use This Intervention
7(1)
Pretest Assessment
7(1)
Initial Advance Organizer Lesson
8(1)
Instructional Lessons
8(1)
Posttest Assessment
9(1)
Answer Key
10(7)
Pretest
11(1)
Posttest
12(1)
Posttest
13(1)
Lesson Format for Introducing Signed Numbers to Students Preparing for Algebra
14(1)
General Introductory Lesson to Negative Numbers
14(3)
Concrete: Adding and Subtracting with Signs Using 0 and 1
17(2)
Concrete: Adding and Subtracting with Signs Using 0 and 1
19(2)
Concrete: Adding and Subtracting with Signs Using 0 through 5
21(2)
Concrete: Adding and Subtracting with Signs Using 0 through 5
23(2)
Representational: Adding and Subtracting with Signs Using 0 through 5
25(2)
Representational: Adding and Subtracting with Signs Using 0 through 5
27(2)
Abstract: Adding and Subtracting with Signs Using 0 through 5
29(2)
Abstract: Adding and Subtracting with Signs Using 0 through 5
31(2)
Abstract: Adding and Subtracting Proficiently with Signs Using 0 through 5
33(2)
Abstract: Adding and Subtracting Proficiently with Signs Using 0 through 5
35(2)
Concrete: Adding with Mixed Signs Using 0 through 5
37(2)
Concrete: Adding with Mixed Signs Using 0 and 5
39(8)
Representational: Adding with Mixed Signs Using 0 through 5
47(2)
Representational: Adding with Mixed Signs Using 0 through 5
49(4)
Abstract: Adding with Mixed Signs Using 0 through 5
53(2)
Abstract: Adding with Mixed Signs Using 0 through 5
55(2)
Abstract: Adding Proficiently with Mixed Signs Using 0 through 5
57(2)
Abstract: Adding Proficiently with Mixed Signs Using 0 through 5
59(2)
Abstract: Cumulative Review
61(2)
Abstract: Cumulative Review
63(2)
Concrete: Adding and Subtracting with Mixed Signs Using 0 through 9
65(2)
Concrete: Adding and Subtracting with Mixed Signs Using 0 through 9
67(8)
Representational: Adding and Subtracting with Mixed Signs Using 0 through 9
75(2)
Representational: Adding and Subtracting with Mixed Signs Using 0 through 9
77(4)
Abstract: Adding and Subtracting with Mixed Signs Using 0 through 9
81(2)
Abstract: Adding and Subtracting with Mixed Signs Using 0 through 9
83(2)
Abstract: Adding and Subtracting Proficiently with Mixed Signs Using 0 through 9
85(2)
Abstract: Adding and Subtracting Proficiently with Mixed Signs Using 0 through 9
87(2)
Abstract: Cumulative Review
89(2)
Abstract: Cumulative Review
91(2)
Concrete: Multiplying with Mixed Signs Using 1 through 9
93(2)
Concrete: Multiplying with Mixed Signs Using 1 through 9
95(6)
Representational: Multiplying with Mixed Signs Using 1 through 9
101(2)
Representational: Multiplying with Mixed Signs Using 1 through 9
103(4)
Abstract: Multiplying with Mixed Signs Using 1 through 9
107(2)
Abstract: Multiplying with Mixed Signs Using 1 through 9
109(2)
Abstract: Multiplying Proficiently with Mixed Signs Using 1 through 9
111(2)
Abstract: Multiplying Proficiently with Mixed Signs Using 1 through 9
113(2)
Abstract: Cumulative Review
115(2)
Abstract: Cumulative Review
117(2)
Concrete: Division with Mixed Signs
119(2)
Concrete: Division with Mixed Signs
121(6)
Representational: Dividing with Mixed Signs
127(2)
Representational: Dividing with Mixed Signs
129(4)
Abstract: Division with Mixed Signs
133(2)
Abstract: Division with Mixed Signs
135(2)
Abstract: Dividing Proficiently with Mixed Signs
137(2)
Abstract: Dividing Proficiently with Mixed Signs
139(2)
Abstract: Cumulative Review
141(2)
Abstract: Cumulative Review
143(1)
Answer Key 144(4)
References 148
Dr. Paul J. Riccomini is an Associate Professor at Clemson University. A former high school math teacher and special education teacher, he provides numerous professional development workshops focused on improving mathematics education through the application of evidenced-based practices. Paul is the author of several research and practitioner articles describing instruction strategies to more effectively teach math.