Algebra 2 - Miss Stanley`s Algebra Wiki
... - On the overhead, show the text: “Whole Numbers”. Ask students to find all their cards that have this kind of number, and to put them in the middle. - On the overhead, show the text: “Integers: positive and negative whole numbers”. Students should identify the cards that are integers, and put them ...
... - On the overhead, show the text: “Whole Numbers”. Ask students to find all their cards that have this kind of number, and to put them in the middle. - On the overhead, show the text: “Integers: positive and negative whole numbers”. Students should identify the cards that are integers, and put them ...
Activity 1 – Least Common Multiple
... SREB Readiness Indicator Addressed: Determine greatest common factor, least common multiple, and prime factorization of numbers (SREB Indicator #3). Activity Rationale: In order for students to manipulate terms in algebraic expressions and equations, determine factors, and simplify equations, they n ...
... SREB Readiness Indicator Addressed: Determine greatest common factor, least common multiple, and prime factorization of numbers (SREB Indicator #3). Activity Rationale: In order for students to manipulate terms in algebraic expressions and equations, determine factors, and simplify equations, they n ...
Alg 1.1 ant. set and Instruction
... numbers dates to prehistoric times. Even the Ancient Egyptians wrote math texts describing how to convert general fractions into their special notation. Classical Greek and Indian mathematicians made studies of the theory of rational numbers, as part of the general study of number theory. The best k ...
... numbers dates to prehistoric times. Even the Ancient Egyptians wrote math texts describing how to convert general fractions into their special notation. Classical Greek and Indian mathematicians made studies of the theory of rational numbers, as part of the general study of number theory. The best k ...
1 Prime Numbers The natural numbers, or the counting numbers, 1
... of Alexandria. The method is known as the Sieve of Eratosthenes. It is the first and oldest method used to list all the prime numbers less than a given number. How many prime numbers are there? The answer is that there are infinitely many numbers. How did we get this answer? Did we find all prime nu ...
... of Alexandria. The method is known as the Sieve of Eratosthenes. It is the first and oldest method used to list all the prime numbers less than a given number. How many prime numbers are there? The answer is that there are infinitely many numbers. How did we get this answer? Did we find all prime nu ...
Multiplication Property of Equality
... Multiplicative Inverse Property For every non-zero number, a/b, a b ...
... Multiplicative Inverse Property For every non-zero number, a/b, a b ...
Golden Ratio
... cannot be simplified into a fraction, and if you want to write it as a decimal, you can only approximate it to so many decimal places. For most practical purposes, a good enough approximation is 1.618. ...
... cannot be simplified into a fraction, and if you want to write it as a decimal, you can only approximate it to so many decimal places. For most practical purposes, a good enough approximation is 1.618. ...
Arithmetic
Arithmetic or arithmetics (from the Greek ἀριθμός arithmos, ""number"") is the oldest and most elementary branch of mathematics. It consists of the study of numbers, especially the properties of the traditional operations between them—addition, subtraction, multiplication and division. Arithmetic is an elementary part of number theory, and number theory is considered to be one of the top-level divisions of modern mathematics, along with algebra, geometry, and analysis. The terms arithmetic and higher arithmetic were used until the beginning of the 20th century as synonyms for number theory and are sometimes still used to refer to a wider part of number theory.