Sequence and Series
... first term is symbolized by a1 , the second term is symbolized by a 2 , and so on. There are two major types of explicit sequences, arithmetic and geometric. 1. Arithmetic Sequences An arithmetic sequence is a sequence in which each term after the first is found by adding a constant, called the comm ...
... first term is symbolized by a1 , the second term is symbolized by a 2 , and so on. There are two major types of explicit sequences, arithmetic and geometric. 1. Arithmetic Sequences An arithmetic sequence is a sequence in which each term after the first is found by adding a constant, called the comm ...
The Museum of Natural History
... Read Question 1 and its solution. Then, simplify each expression in Questions 2 through 5. Show all your work and identify the property that is used in each step of the solution. The simplified expression should have no negative exponents. 1. Use the properties of powers to simplify each expression. ...
... Read Question 1 and its solution. Then, simplify each expression in Questions 2 through 5. Show all your work and identify the property that is used in each step of the solution. The simplified expression should have no negative exponents. 1. Use the properties of powers to simplify each expression. ...
Detailed Lesson Plans
... What is the rule of this sequence? (The same as the Fibonacci sequence) Who would like to write down the next 3 terms? (18, 29, 47) Compare the sequence of differences with the original sequence. What do you notice? (Its terms are the same except for the first one) Why is this? Who would like to tel ...
... What is the rule of this sequence? (The same as the Fibonacci sequence) Who would like to write down the next 3 terms? (18, 29, 47) Compare the sequence of differences with the original sequence. What do you notice? (Its terms are the same except for the first one) Why is this? Who would like to tel ...
A Model for Reasoning with Recursion and Mathematical
... desire to win a game. And possibly more important from a mathematical point of view, recursive thinking is one of the few efficient ways to strategize the game successfully. This type of reasoning is used often in the study of mathematics and serves the user well. ...
... desire to win a game. And possibly more important from a mathematical point of view, recursive thinking is one of the few efficient ways to strategize the game successfully. This type of reasoning is used often in the study of mathematics and serves the user well. ...
When is it appropriate to use a Combination or a Permutation?
... to encode all 5000 books with a unique codeword? ...
... to encode all 5000 books with a unique codeword? ...
