Sequences and Series flashcards
83 flashcard decks by 71 users · Page 1 of 3
This GoConqr page gathers sequences and series flashcards, from number patterns and nth terms to convergence and power series. The decks offer school students, university students and professional candidates practice with sequences and sums, and give teachers ready-made material. There are over 70 flashcard resources spanning school and university study. Choose a deck to start revising.
Select topic
- 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
Flashcards
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16 cardsSequences + Series + Means 10 Find the sum of the first 20 terms of the arithmetic sequence 4, 6, 8, 10, ...
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10 cardsTriangular Numbers Sum of AP:
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10 cardsSequences (nth term) Find the nth term: 1, 5, 9, 13, 17
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3 cardsQUADRATIC SEQUENCES
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14 cardsArithmetic Sequences and Series The common difference of an arithmetic sequence is defined by....
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95 cardsMTH162 - Chapter 8 8.1 Sequences: What is a sequence?
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12 cardsMath Module 1
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30 cardsPERFORMANCE-TASK-2-Sequence&series PRE-CAL ARITHMETIC SEQUENCE 1. Find the 7th term of an arithmetic sequence given the first 3 terms. 2, 6, 10
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21 cardsSeries Basics What is a sequence?
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13 cardsSequences and Series Name three types of sequence
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16 cardsSeries What is a series?
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21 cardsSequences inf seq definition
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21 cardsUntitled Given a numerical series, we say the series converges if the sequence...
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30 cards10.1-10.6 formulas 10.1 - convergent v divergent
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33 cardsAnalysis 1 Prove every subsequence of a bounded sequence is also bounded
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12 cardsSeries and sequence What is the sequence theorem?
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11 cardsMaclaurin Series The Maclaurin Series is a way to......
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10 cardsSequence basics How do we define the nth term of a sequence?
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10 cardsArithmetic sequence Produced by constantly adding the same number
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4 cardsMethod of Differences Method of Differences
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6 cardsNumber Sequences Starter What number comes next? 1, 2, 3, 4, 5, 6, 7, 8, .... What rule do these numbers follow?
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9 cardsSequences What is the rule? What are the next two terms? 4, 9, 14, 19, 24, ....., .....
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16 cardsSeries inf ser def
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10 cardsChapter 20 - Sequences and Series What is the nth term equation for arithmetic sequences?
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7 cardsPatterns What is the Fibonnacci Sequence? State the 1st 5 terms and the rule.
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7 cardsGeometric Progression Geometric progression means we....
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15 cardsSequences & Series: Theorems Limit of a function
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5 cardsConvergence, Ratio Test & Power Series
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5 cardsSequences and Series Give the formula for an arithmetic sequence
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1 cardsArithmetic Progressions These are the important formulas for arithmetic progression for grade 10 cbse students.
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2 cardsSEQUENCES
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95 cardsMATHEMATICS IN MODERN WORLD How many triangles in the question mark?
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22 cardsunfinished - reviewer mmw midterms if an imaginary line is drawn across an object and the resulting parts are mirrors of each other, then ther...
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9 cards11MAI Standard IB Memorise Me! In arithmetic an sequence...
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10 cardsSeries The sum of the various numbers or elements of the sequence
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10 cardsGeometric sequence Sequence whose consecutive terms have common ratio.
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50 cardsCalc 2 stuff
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11 cardsFurther Maths Add Pure
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15 cardssequncing What is an arithmatic sequence?
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7 cardsUntitled Arithmetic Explicit Formula
More Sequences and Series resources
About sequences and series flashcards
GoConqr OriginalUsing sequences and series flashcards
Start with Patterns if you want to practise recognising number patterns. Its questions include square numbers and the Fibonacci sequence. For practice finding rules, Sequences (nth term) asks you to work out the nth term of several lists.
For arithmetic work, Arithmetic Sequences and Series includes cards on common differences and finding terms. Another deck asks you to calculate sums and insert geometric means. Further topics include convergence, the ratio test and power series.
Plan a revision session
Choose a deck that matches your current topic. Try each question before checking its answer, and return to cards you find difficult. If you want to see how ideas connect, switch to a mind map on the unit page. When you are ready to check your understanding with different questions, try a quiz there.
Pick a set of cards and work through it at your own pace.
Frequently asked questions
Which flashcards should I start with?
Try Patterns if you are practising how to recognise number patterns. If you are already working on position-to-term rules, Sequences (nth term) gives you lists to practise with. For arithmetic sequences, Arithmetic Sequences and Series includes questions about common differences and finding terms.
What topics do the flashcards cover?
The decks include number patterns, nth terms, arithmetic sequences, geometric progressions and sums. There are also flashcards on convergence, the ratio test and power series. You can choose a deck that matches the topic you are studying rather than working through the whole page.
Are these flashcards free to use?
Yes. Every resource listed here is free to open and study without an account. The flashcards were made by GoConqr users. A free account also lets you make your own flashcards, quizzes, mind maps and notes, and save your quiz scores.