Lesson 7-8: Recursive Sequences 18. 2 9 - K Adams...

1
Lesson 7-8: Recursive Sequences P. 448: 10-30 even 10. 23, 30, 37, 44, 51 12. 8, 20, 50, 125, 312.5 14. 13, -29, 55, -113, 223 16. ! = 12, ! = !!! βˆ’ 13, β‰₯ 2 18. ! = 2, ! = !!! + 9, β‰₯ 2 20. ! = 40, ! = βˆ’1.5 !!! , β‰₯ 2 22. a) ! = 15, ! = !!! βˆ’ 2, β‰₯ 2 b) ! = 17 βˆ’ 2 24. ! = βˆ’12 + 10 26. ! = 45, ! = !!! βˆ’ 7, β‰₯ 2 28. a) ! = 0, ! = !!! + 4, β‰₯ 2 b) 28 30. a) The first two terms are 1. Starting with the third term, the two previous terms are added together to get the next term; 13, 21, 34, 55, 89 b) ! = 1, ! = 1, ! = !!! + !!! , β‰₯ 2 c) 610 d) There is no common difference.

Transcript of Lesson 7-8: Recursive Sequences 18. 2 9 - K Adams...

Page 1: Lesson 7-8: Recursive Sequences 18. 2 9 - K Adams Mathkadamsmath.weebly.com/uploads/1/0/7/3/10736895/...Lesson 7-8: Recursive Sequences P. 448: 10-30 even 10. 23, 30, 37, 44, 51 12.

Lesson7-8:RecursiveSequencesP.448:10-30even10.23,30,37,44,5112.8,20,50,125,312.514.13,-29,55,-113,22316.π‘Ž! = 12,π‘Ž! = π‘Ž!!! βˆ’ 13,𝑛 β‰₯ 218.π‘Ž! = 2,π‘Ž! = π‘Ž!!! + 9,𝑛 β‰₯ 220.π‘Ž! = 40,π‘Ž! = βˆ’1.5π‘Ž!!!,𝑛 β‰₯ 222.a)π‘Ž! = 15,π‘Ž! = π‘Ž!!! βˆ’ 2,𝑛 β‰₯ 2b)π‘Ž! = 17βˆ’ 2𝑛24.π‘Ž! = βˆ’12𝑛 + 1026.π‘Ž! = 45,π‘Ž! = π‘Ž!!! βˆ’ 7,𝑛 β‰₯ 228.a)π‘Ž! = 0,π‘Ž! = π‘Ž!!! + 4,𝑛 β‰₯ 2b)2830.a)Thefirsttwotermsare1.Startingwiththethirdterm,thetwoprevioustermsareaddedtogethertogetthenextterm;13,21,34,55,89b)π‘Ž! = 1,π‘Ž! = 1,π‘Ž! = π‘Ž!!! + π‘Ž!!!,𝑛 β‰₯ 2c)610d)Thereisnocommondifference.

Weebly...SECONDARY MATH 1 // MODULE I SEQUENCES - 1.9 GO Topic: Sequences 1.9 Determine the recursive and explicit equations for each. (if the sequence is not arithmetic or geometric,

Weebly...SECONDARY MATH 1 // MODULE I SEQUENCES - 1.9 GO Topic: Sequences 1.9 Determine the recursive and explicit equations for each. (if the sequence is not arithmetic or geometric,

A Recursive Algorithm for Global Alignment with Gap ... Recursive Algorithm for Global Alignment with Gap Consideration in a pair of Sequences Muneer Ahmad, Shahbaz Pervez, Iftikhar

A Recursive Algorithm for Global Alignment with Gap ... Recursive Algorithm for Global Alignment with Gap Consideration in a pair of Sequences Muneer Ahmad, Shahbaz Pervez, Iftikhar

Recursive Recovery of Sparse Signal Sequences from ...namrata/TSP_RecRecon_Paper_revise_1.pdfΒ Β· Recursive Recovery of Sparse Signal Sequences from Compressive Measurements: A Review

Recursive Recovery of Sparse Signal Sequences from ...namrata/TSP_RecRecon_Paper_revise_1.pdfΒ Β· Recursive Recovery of Sparse Signal Sequences from Compressive Measurements: A Review

Module 3 Lesson 2: Recursive Formulas For Sequences What ......Module 2 Lesson 3: Arithmetic and Geometric Sequences Identify the sequence as arithmetic or geometric, and write a recursive

Module 3 Lesson 2: Recursive Formulas For Sequences What ......Module 2 Lesson 3: Arithmetic and Geometric Sequences Identify the sequence as arithmetic or geometric, and write a recursive

Chapter 11 – Recursion Recursive Processes Writing a Recursive Method A Recursive Factorial Method Comparison of Recursive and Iterative Solutions Recursive.

Chapter 11 – Recursion Recursive Processes Writing a Recursive Method A Recursive Factorial Method Comparison of Recursive and Iterative Solutions Recursive.

AND SCALE FOR UNCLASSIFIED EhIIIhEEEE NOV 86 RECURSIVE … · o-r186 292 recursive m-estiators of location and scale for dependent sequences(u) north carolina univ at chapel hill

AND SCALE FOR UNCLASSIFIED EhIIIhEEEE NOV 86 RECURSIVE … · o-r186 292 recursive m-estiators of location and scale for dependent sequences(u) north carolina univ at chapel hill

RECURSIVE SEQUENCES vs. ARITHMETIC SEQUENCES

RECURSIVE SEQUENCES vs. ARITHMETIC SEQUENCES

Chapter 4 Parsing Sequences. Recursive Descent Parsing expr() – term() lex() +/- lex() term() factor() – if id lex(), if ( expr() right lex(), term()

Chapter 4 Parsing Sequences. Recursive Descent Parsing expr() – term() lex() +/- lex() term() factor() – if id lex(), if ( expr() right lex(), term()

Sequences, Summations, and Recurrencesjeremybolton.georgetown.domains/courses/mm/030_10_Notes.pdfΒ Β· Solving Recurrences. A recurrence is said to be solved when a non-recursive or

Sequences, Summations, and Recurrencesjeremybolton.georgetown.domains/courses/mm/030_10_Notes.pdfΒ Β· Solving Recurrences. A recurrence is said to be solved when a non-recursive or

Arithmetic Sequences - OpenStax CNX...Some arithmetic sequences are de ned in terms of the previous term using a recursive formula . The formula provides an algebraic rule for determining

Arithmetic Sequences - OpenStax CNX...Some arithmetic sequences are de ned in terms of the previous term using a recursive formula . The formula provides an algebraic rule for determining

Objective: 1. After completing activity 1, mod. 10 2. With 90% accuracy 3. -Identify sequences as arithmetic, geometric, or neither -Write recursive formulas.

Objective: 1. After completing activity 1, mod. 10 2. With 90% accuracy 3. -Identify sequences as arithmetic, geometric, or neither -Write recursive formulas.

Recursive and Explicit Formulas for Arithmetic (Linear) Sequences.

Recursive and Explicit Formulas for Arithmetic (Linear) Sequences.

Recursive Static RouteΒ Β· Information About Recursive Static Route Recursive Static Routes Arecursivestaticrouteisaroutewhosenexthopandthedestinationnetworkarecoveredbyanotherlearned

Recursive Static RouteΒ Β· Information About Recursive Static Route Recursive Static Routes Arecursivestaticrouteisaroutewhosenexthopandthedestinationnetworkarecoveredbyanotherlearned

An Introduction to Linear Recursive Sequences in Spread Spectrum ...

An Introduction to Linear Recursive Sequences in Spread Spectrum ...

Unit – 1 : FOUNDATIONS Syllabus: Sets – relations – equivalence relations partial orders – functions – recursive functions sequences – induction principle.

Unit – 1 : FOUNDATIONS Syllabus: Sets – relations – equivalence relations partial orders – functions – recursive functions sequences – induction principle.

Day Section Page All students Many Fe Assignments A2 K… · Day Section Page All students should master ... β€’ Discover recursive formulas for sequences ... geometric sequences

Day Section Page All students Many Fe Assignments A2 K… · Day Section Page All students should master ... β€’ Discover recursive formulas for sequences ... geometric sequences

Recursive. 2 Recursive Definitions In a recursive definition, an object is defined in terms of itself. We can recursively define sequences, functions.

Recursive. 2 Recursive Definitions In a recursive definition, an object is defined in terms of itself. We can recursively define sequences, functions.

F 502 F603 AF 701 F 703 DO NOW - Brenegan's Weeblybrenegan.weebly.com/.../58204785/algii_ch.1.1_recursive_sequences.pdfΒ Β· Ch. 1.1 Recursive Sequences Learning Intentions: Discover

F 502 F603 AF 701 F 703 DO NOW - Brenegan's Weeblybrenegan.weebly.com/.../58204785/algii_ch.1.1_recursive_sequences.pdfΒ Β· Ch. 1.1 Recursive Sequences Learning Intentions: Discover

Sequences and Series Explicit, Summative, and Recursive.

Sequences and Series Explicit, Summative, and Recursive.

Lesson 5.1. You have used sequences and recursive rules to model geometric growth or decay of money, populations, and other quantities. Recursive.

Lesson 5.1. You have used sequences and recursive rules to model geometric growth or decay of money, populations, and other quantities. Recursive.