ABSTRACT

If you thought math was all numbers, you're in for a surprise. The ability to reason logically is both a prerequisite for learning mathematics and a desired outcome of mathematics instruction. Mathematics provides an excellent context in which to make students aware of the logical structures they need to function successfully in any setting.

Math-A-Logic is an award-winning text that successfully merges logical thinking with mathematical concepts and calculations. Eight areas of logic are introduced:

  • patterns and sequences,
  • analogies,
  • deduction,
  • inference,
  • sets and Venn diagram,
  • propositions and logical notation,
  • syllogisms, and
  • logical problem solving.

Attractive, reproducible worksheets lead students through each topic, providing explanations, examples, and exercises to test their understanding. With mathematics as the vehicle for presenting and practicing the logical concept, students get practice in mathematical concepts and computations while building thinking skills. The end result is clearer thinking and enhanced problem-solving abilities. This unique approach is sure to be a favorite supplement to your regular math program. The attractive illustrations, clear instructions, solid content, and ease of use make this book a winner.

This book is the winner of Learning Magazine's Teacher Choice award.

Grades 4-8

chapter |1 pages

Information for the Instructor

part |10 pages

Patterns and Sequences

chapter |1 pages

Lesson 1

chapter |1 pages

Lesson 2

chapter |1 pages

Lesson 3

chapter |1 pages

Lesson 4

chapter |1 pages

Lesson 5

chapter |1 pages

Lesson 6

chapter |1 pages

Lesson 7

chapter |1 pages

Lesson 8

chapter |1 pages

Lesson 9

chapter |1 pages

Lesson 10

part |6 pages

Analogies

chapter |1 pages

Lesson 11

chapter |1 pages

Lesson 12

chapter |1 pages

Lesson 13

chapter |1 pages

Lesson 14

chapter |1 pages

Lesson 15

chapter |1 pages

Lesson 16

part |7 pages

Deduction

chapter |1 pages

Lesson 17

chapter |1 pages

Lesson 18

chapter |1 pages

Lesson 19

chapter |1 pages

Lesson 20

chapter |1 pages

Lesson 21

chapter |1 pages

Lesson 22

chapter |1 pages

Lesson 23

part |10 pages

Inference

chapter |1 pages

Lesson 24

chapter |1 pages

Lesson 25

chapter |1 pages

Lesson 26

chapter |1 pages

Lesson 27

chapter |1 pages

Lesson 28

chapter |1 pages

Lesson 29

chapter |1 pages

Lesson 30

chapter |1 pages

Lesson 31

chapter |1 pages

Lesson 32

chapter |1 pages

Lesson 33

part |16 pages

Sets and Venn Diagrams

chapter |1 pages

Lesson 34

chapter |1 pages

Lesson 35

chapter |1 pages

Lesson 36

chapter |1 pages

Lesson 37

chapter |1 pages

Lesson 38

chapter |1 pages

Lesson 39

chapter |1 pages

Lesson 40

chapter |1 pages

Lesson 41

chapter |1 pages

Lesson 42

chapter |1 pages

Lesson 43

chapter |1 pages

Lesson 44

chapter |1 pages

Lesson 45

chapter |1 pages

Lesson 46

chapter |1 pages

Lesson 47

chapter |1 pages

Lesson 48

chapter |1 pages

Lesson 49

part |9 pages

Propositions and Logical Notation

chapter |1 pages

Lesson 50

chapter |1 pages

Lesson 51

chapter |1 pages

Lesson 52

chapter |1 pages

Lesson 53

chapter |1 pages

Lesson 54

chapter |1 pages

Lesson 55

chapter |1 pages

Lesson 56

chapter |1 pages

Lesson 57

chapter |1 pages

Lesson 58

part |7 pages

Syllogisms

chapter |1 pages

Lesson 59

chapter |1 pages

Lesson 60

chapter |1 pages

Lesson 61

chapter |1 pages

Lesson 62

chapter |1 pages

Lesson 63

chapter |1 pages

Lesson 64

chapter |1 pages

Lesson 65

part |8 pages

Logical Problem Solving

chapter |1 pages

Lesson 66

chapter |1 pages

Lesson 67

chapter |1 pages

Lesson 68

chapter |1 pages

Lesson 69

chapter |1 pages

Lesson 70

chapter |1 pages

Lesson 71

chapter |1 pages

Lesson 72

chapter |1 pages

Lesson 73