Sequences and Series mind maps
74 mind maps by 69 users · Page 1 of 2
This GoConqr page gathers mind maps on Sequences and Series, from number patterns and Fibonacci to arithmetic and geometric sequences. School students, university students and professional candidates can use them to practise these topics, while teachers can find ready-made material. There are over 60 mind maps spanning school and university study. Choose a map to begin.
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- Number Patterns17
- Nth Term of a Sequence29
- Arithmetic and Geometric Sequences and Series32
- Arithmetic Sequences and Series42
- Geometric Sequences and Series13
- Recurrence Relations and the Fibonacci Sequence10
- Sigma Notation and Series Sums6
- Limits and Convergence of Sequences5
- Series Convergence Tests8
- Power Series and Taylor Series8
Mind maps
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51 nodesSequences & Series Series · Sequences · Arithmetic Sequences · Geometric Sequences · Geometric Series · Mathematical Induction
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26 nodesFibonacci *= squared; n= the nu... · If the square root of... · You can test it using... · Yes there is a way
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25 nodes1_Fibonacci *=squared number, n=n... · If the square root of... · You can test it using... · Yes, there is a way · Can you identify if a...
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14 nodesSEQUENCES & SERIES S Summation of series · M&T series: a linear ...
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39 nodesPROGRESSION What is an arithmetic... · What is a geometric p...
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52 nodesFibonacci_1 Fibonacci · Life · he was a writer, he w...
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19 nodesArithmetic Progression & Geometric Progression What is an arithmetic... · What is a geometric p...
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15 nodesArithmetic Sequences The nth term of an ar... · An arithmetic sequenc... · Example 1: What is th...
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33 nodesarithmetic sequence to be arithmetic a se...
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42 nodesChapter 4 Unit Overview Geometric Sequence · Arithmetic Sequence · Sigma Notation · Infinite and Finite S... · Sequences: An ordered... · For sequences and ser...
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21 nodesSequences and series Sequences · Series
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36 nodesSequences and Series Arithmetic Sequence · Geometric Sequence · Commutative · Terms: U1,U2,U3...Un · Patterns · Sn=sum of n terms
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17 nodesArithmetic Progression General form of AP · Sum of first n terms ... · Definition · Arithmetic mean · Examples · nth term
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12 nodesArithmetic Progression 5 consecutive terms o... · 3 consecutive terms o... · Arithmetic progressio... · When members of a ser... · A group of numbers ar... · General Term of an A....
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28 nodesArithmetic Progressions SEQUENCE · PROGRESSION · ARITHMETIC PROGRESSIONS · GENERAL TERM · SUM OF n TERMS · MEAN (or ARITHMETIC M...
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25 nodesArithmetic Progression Definition · General Form · Common Difference · N th term · Arithmetic mean · Sum (s)
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13 nodesSequences Nth Term (linear/arit... · Nth Term (quadratic) · Deciding if a term is...
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14 nodesARITHMETIC PROGRESSION GENERAL TERM · SUM of n term · DEFINITION · ARITHMETIC MEAN · COMMON DIFFERENCE
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16 nodesNumber Patterns and recursion Fibonacci type Sequences · Arithmetic Sequences · Geometric Sequences
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24 nodesSequences and series The 'n'th term of a s... · a+ (n-1) d · S'n'= n/2 [2a+ (n-1)d] · S'n'= n/2 (a+L)
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22 nodesSequences and Series Sigma Notation · APGP
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11 nodesSumming Sequences Sum of the natural nu... · Sum of the squares of... · The method of differe... · Sum of the cubes of t...
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25 nodesSeries 5.1 Series · 5.2 The sum of series · 5.3 Test of Convergence · 5.4 Power Series · 5.5 Maclaurin Series
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20 nodesPROGRESSIONS Arithmetic Progression · Geometric Progression · Harmonic Progression · Mean
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25 nodesFibonacci Question number 1 · 1 1 2 3 5 8 13 21 34 ... · Question number 2 · How the Fibonacci seq... · Facts about Fibonacci
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58 nodesmath handshake · seqence · patternt · Sets
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19 nodesARITHMETIC PROGRESSION Selection for more th... · arithmetic progession · terms · sequence · Mean or Arithmetic mean
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22 nodesEnter text here Question 1 · Question 2 · Interesting Facts
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25 nodesNumber Patterns Divisibility rules · Input/output machines · Recursive patterns · Solving equations · Study habits
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12 nodesSequence: a string of numbers that follow a particular pattern When he partial sum o... · geometric sequence: i... · arithmetic sequence: ... · each element is calle... · referred to with S or... · The partial sum of a ...
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15 nodesSuccessions and series They are sequences of... · Series · Fibonacci sequence
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21 nodesArithmetic sequences Sequence · Term · Common difference
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21 nodesLinear functions Sequence · Term · Common difference
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21 nodesEnter text here A sequence is a strin... · Arithmetic · Geometric · Partial Sums · Convergent · Divergent
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10 nodesArithmetic Progression Sequence:A group of n... · Progression: When mem... · Arithmetic Progressio... · 3 consecutive terms o...
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4 nodesmaths nth term and quadratic sequence In the sequence 2, 4,... · Finding the nth term ... · A quadratic sequence ...
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3 nodesMaths nth term and quadratic sequence The nth Term. The 'nt... · A quadratic sequence ...
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15 nodesSequences Arithmetic Sequences · Arithmetic Series · Sum of the first n na... · Sum of the first n te... · SIGMA
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15 nodesThe Nth Term Finding the Nth Term:
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16 nodesSequences trial and improvement The nth term · Sequences
More Sequences and Series resources
About sequences and series mind maps
GoConqr OriginalSequences and Series mind maps
These user-made maps connect ideas in different ways. Sequences covers linear and quadratic nth terms, while Sequences and Series brings arithmetic and geometric sequences together with common differences and ratios. Summing Sequences includes sums of natural numbers, squares and cubes, as well as the method of differences.
Using a map to revise
For a starting point, try the map on arithmetic sequences: it introduces the common difference and recursive formulae. Follow its branches to see how each idea relates to the next, then look at Sequences and Series to compare arithmetic and geometric sequences.
As you revise, use the maps to revisit a formula or follow a worked example. When you want to check what you remember, switch to a quiz on the unit page. Flashcards are another option for reviewing individual ideas. Pick a map that matches the topic you are studying today.
Frequently asked questions
Which mind map is a good place to start?
The map on arithmetic sequences is a useful starting point if you want to review common differences and recursive formulae. For a broader comparison, Sequences and Series brings arithmetic and geometric sequences together, with terms, common ratios and notation shown on its branches.
What do the mind maps cover?
The maps cover number patterns, nth terms, arithmetic and geometric sequences, Fibonacci and sums of sequences. They offer different starting points: Sequences focuses on nth terms, while Summing Sequences includes sums of natural numbers, squares and cubes and the method of differences.
Are these mind maps free to use?
Yes. Every resource listed here is free to open and study without an account. The maps were made by GoConqr users. A free account also lets you save quiz scores and make your own quizzes, mind maps, flashcards and notes.