A Problem Solving Approach to Mathematics for Elementary School TeachersThis best-selling text emphasizes solid mathematics content, problem-solving skills, and analytical techniques. The eighth edition focuses on the National Council of Teachers of Mathematics (NCTM) Principles and Standards 2000. The text allows for a variety of approaches to teaching, encourages discussion and collaboration among students and with their instructors, allows for the integration of projects into the curriculum, and promotes discovery and active learning. Students using this text will receive solid preparation in mathematics, develop confidence in their math skills and benefit from teaching and learning techniques that really work. |
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Page 46
... statement Logic is a tool used in mathematical thinking and problem solving . It is essential for rea- soning . In logic , a statement is a sentence that is either true or false , but not both . The following expressions are not statements ...
... statement Logic is a tool used in mathematical thinking and problem solving . It is essential for rea- soning . In logic , a statement is a sentence that is either true or false , but not both . The following expressions are not statements ...
Page 47
... statement is false , neither " Some pro- fessors at Paxson University do not have blue eyes " nor " All professors at Paxson have blue eyes " are negations of the original statement . One possible negation of the original statement is ...
... statement is false , neither " Some pro- fessors at Paxson University do not have blue eyes " nor " All professors at Paxson have blue eyes " are negations of the original statement . One possible negation of the original statement is ...
Page 50
... statement is the original statement . Hence the above discussion suggests that if p → q is true , its contrapositive ~ q → ~ p is also true and if the contrapositive is true , the original statement must be true . It follows that a ...
... statement is the original statement . Hence the above discussion suggests that if p → q is true , its contrapositive ~ q → ~ p is also true and if the contrapositive is true , the original statement must be true . It follows that a ...
Contents
Chapter | 1 |
CHAPTER | 2 |
Hint for Solving the Preliminary Problem | 55 |
Copyright | |
23 other sections not shown
Common terms and phrases
AABC addition additive inverse algebraic algorithm angle answer arithmetic sequence base box plot calculator circle cm² compute congruent construct Cooperative Learning corresponding cube decimal determine diagonal digits divide divisible divisor Draw elements equal equation example Explain find the number following figure formula fractions function geometric geometric sequence given glide reflection grades graph integers intersection length Math Mathematics Teaching measure Middle School natural numbers nth term obtain Ongoing Assessment ordered pairs pairs parallelogram pattern plane plot polygon possible prism probability property of multiplication Pythagorean Theorem quadrilateral rational numbers rectangle regular polygon represent rhombus right triangle rotation scores segment set-builder notation shown in Figure sides Solution square statement strategy subsets subtraction surface area symmetry Table Teacher Teaching Children Mathematics tessellation Theorem trapezoid true units Venn diagram vertex vertices whole numbers Write