Terminology of Algebra
... Irrational Numbers • It may seem that rational numbers would fill up all the gaps between integers on a number line, but they don’t • The next set of numbers to be considered will fill in the rest of the gaps between the integers and rational numbers on a number line • Irrational numbers – Numbers ...
... Irrational Numbers • It may seem that rational numbers would fill up all the gaps between integers on a number line, but they don’t • The next set of numbers to be considered will fill in the rest of the gaps between the integers and rational numbers on a number line • Irrational numbers – Numbers ...
Fractions (82.8 KB)
... Note: There are still empty places on this line to be filled by points representing ...
... Note: There are still empty places on this line to be filled by points representing ...
exponent - Bio-Link
... 1.Keep track of units and record them!!!!! 2. Keep track of all information. 3.Use simple sketches, flowcharts, arrows, or other visual aids to help define problems. 4.Check that each answer makes sense in the context of the problem. (Reasonableness Test) 5.State the answer clearly; remember the uni ...
... 1.Keep track of units and record them!!!!! 2. Keep track of all information. 3.Use simple sketches, flowcharts, arrows, or other visual aids to help define problems. 4.Check that each answer makes sense in the context of the problem. (Reasonableness Test) 5.State the answer clearly; remember the uni ...
Inductive Reasoning
... Conjecture The expression n 2 − n + 11 gives a prime number when evaluated at any natural number n. To show that a conjecture is true, you must show that it is true for all cases. You can show that a conjecture is false, however, by finding just one counterexample. A counterexample is a specific cas ...
... Conjecture The expression n 2 − n + 11 gives a prime number when evaluated at any natural number n. To show that a conjecture is true, you must show that it is true for all cases. You can show that a conjecture is false, however, by finding just one counterexample. A counterexample is a specific cas ...
Objects
... • πcould not be represented since it has infinite digits • For computational purposes, irrationals are no worse than repeating decimals Copyright © 2003-2012 Curt Hill ...
... • πcould not be represented since it has infinite digits • For computational purposes, irrationals are no worse than repeating decimals Copyright © 2003-2012 Curt Hill ...
2.4 Use the Binomial Theorem
... Vocabulary Binomial Theorem and Pascal’s Triangle The numbers in Pascal’s triangle can be used to find the coefficients in binomial expansions (a + b)n where n is a positive ...
... Vocabulary Binomial Theorem and Pascal’s Triangle The numbers in Pascal’s triangle can be used to find the coefficients in binomial expansions (a + b)n where n is a positive ...
