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Problem
Has no immediately obvious solution
Problems should be…
imbedded into the curriculum as real life situations
Four principles of Polya’s problem-solving method
Understand the problem
Devise a plan
Carry out the plan
Look back
The difference between consecutive numbers is…
always the same
Algebra
Used to generalize arithmetic.
Variable
A symbol, usually a letter, use to represent an unknown quantity.
Algebraic expression
contains at least one variable and possibly numbers and operations.
Arithmetic series
A sum in which the addends are consecutive terms in an arithmetic sequence.
Equation
A statement that two expressions are equal
Inductive reasoning
Drawing a conclusion based on information obtained from specific examples
Conjecture
A statement that seems to be true, but not yet proved true or false.
Counterexample
An example that disproves a statement.
Deductive reasoning
Using statements and logical reasoning to reach a conclusion
Statement
A declarative sentence that is either true or false, but not both
Compound statement
Two statements connect by “and” or “or”
In a valid argument…
The hypothesis guarantee the stated conclusion
Rules of direct reasoning
Hypothesis - If p, then q : p is true
Conclusion - Therefore, q is true