Arithmetic and geometric sequences calculator

    • [DOCX File]Mathematics Curriculum Map

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      Calculator use is discouraged throughout Year 7 to encourage further fluency with the four basic operations of addition, subtraction, multiplication and division. ... Arithmetic sequences and series. Geometric sequences and series. Infinite geometric series. Mixed arithmetic and geometric …

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    • [DOC File]Lesson Title

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      Exploring sequences and series. Primary SOL AII.2 The student will investigate and apply the properties of arithmetic and geometric sequences and series to solve real-world problems, including writing the first n terms, finding the nth term, and evaluating summation formulas. Notation will include ∑ and an. Materials. Graphing calculators

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    • [DOC File]An Investigation of Sequences and Series

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      As expected, finite arithmetic and finite geometric series turn out to be nice and easily predictable. Part 3: Let’s re-visit our first two arithmetic sequences. a: Use the rule you discovered in Part 1a and your calculator’s seq( and cumsum( functions to store the following sequence to List1, List2, and List3.

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    • [DOC File]Arithmetic Sequence

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      Arithmetic Series. Geometric Sequences. Explicit formula . Recursive formula Geometric Series. Arithmetic mean. Ex.1) Find arithmetic mean of 5 and 10. 7.5 Ex. 2) the 2 arithmetic mean of 6 and 12. 8, 10. Ex 3) the 3 arithmetic mean of 8 and 16. 10, 12, 14. Etc… Geometric mean. Ex. 1) Find geometric mean of 2 and 18. 6 Ex. 2) the 2 geometric ...

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    • [DOC File]Mr

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      Intro to Sequences; Pascal’s Triangle; Arithmetic & Geometric Sequences. For the following, use the rule to generate the first 4 terms. Start with n= 1, then n = 2 and so on. Determine if the sequence is arithmetic, geometric or neither. 19. Rule: 20. Rule: 21. Rule: 22. Rule: 23. Write your own rule to generate the following: a.

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    • Mathematics Advanced Year 12 Sample Unit Financial …

      The teacher introduces the notion of classifying sequences and series according to their generating pattern. Specifically, sequences and series that are generated through additive processes are classified as arithmetic and those generated through multiplicative processes are classified as geometric.. With teacher assistance as necessary, the class explores a variety of arithmetic sequences and ...

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    • [DOC File]MCR3U Expectations Grid:

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      3.1 make and describe connections between simple interest, arithmetic sequences, and linear growth, through investigation with technology (e.g., use a spreadsheet or graphing calculator to make simple interest calculations, determine first differences in the amounts over time, and graph amount versus time)

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    • [DOCX File]Unit 1 Patterns (4 Weeks)

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      Investigation 4 focuses on geometric sequences and how they differ from arithmetic sequences. Students solve several problems in the context of finance, explore using a recursive rule with a calculator and use a spreadsheet to quickly generate a geometric sequence.

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    • [DOC File]MATHEMATICS

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      ii. Find the general term of given arithmetic, harmonic and geometric sequences. iii. Find the sum of first n terms of given arithmetic and geometric series. iv. Find A , H & G and know that : a. A >G >H. b. AH= G2. Where A, H & G denote respectively the arithmetic, harmonic and geometric means between two positive real numbers. v.

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    • [DOC File]Department of Mathematics: Home : The University of Akron

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      Know how to identify arithmetic and geometric series, Find the nth term and sum of a finite geometric series, Recognize finite and infinite series, Know how to use the table and function features on a graphing calculator. Necessary Materials: Ruler with centimeters, graphing calculator. Plan: Day 1 (Part 1 for Block Scheduling)

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