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You Can Do Math Arithmetic Sequences Sunil Tanna

  • SKU: BELL-50032654
You Can Do Math Arithmetic Sequences Sunil Tanna
$ 31.00 $ 45.00 (-31%)

4.7

36 reviews

You Can Do Math Arithmetic Sequences Sunil Tanna instant download after payment.

Publisher: Independently Published
File Extension: PDF
File size: 1 MB
Pages: 93
Author: Sunil Tanna
ISBN: 9781790800698, 1790800692
Language: English
Year: 2018

Product desciption

You Can Do Math Arithmetic Sequences Sunil Tanna by Sunil Tanna 9781790800698, 1790800692 instant download after payment.

A detailed guide to arithmetic sequences (also known as arithmetic progressions), including how to identify them, how to find the terms, creating formulae to describe the terms of an arithmetic sequences, calculating the sum and mean of an sequence, and more. Easy-to-follow step-by-step explanations, numerous examples, and 80 questions and answers - including showing you to solve each question and reach the answer.Topics include:INTRODUCING ARITHMETIC SEQUENCESWhat is a Sequence?What is an Arithmetic Sequence?Checking if a Sequence is an Arithmetic SequenceFinding the Common Difference of an Arithmetic Sequence from Adjacent TermsFinding the Common Difference of an Arithmetic Sequence from Non-Adjacent TermsFinding the Next Terms in an Arithmetic SequenceFinding the Previous Terms in an Arithmetic SequenceFinding Missing Terms in an Arithmetic SequenceFINDING AND USING THE FORMULA FOR A PARTICULAR ARITHMETIC SEQUENCEFinding the FormulaUsing the Formula to Find a Particular TermUsing the Formula to Check Whether and Where a Particular Term is in a SequenceUsing the Formula to Find the First Term Greater Than a Target ValueUsing the Formula to Find the First Term Less Than a Target ValueA GENERAL FORMULA FOR THE TERMS IN AN ARITHMETIC SEQUENCECreating the FormulaUsing the FormulaFinding the Values of a and dCALCULATING THE SUM AND MEAN OF AN ARITHMETIC SEQUENCEGauss at Elementary SchoolGenerating a Formula for the Sum of Arithmetic SequenceUsing the Sum FormulaFinding the Sum of Ranges of Terms within an Arithmetic SequenceGenerating a Formula for the Arithmetic Mean of an Arithmetic SequenceSimultaneous Equations Involving the Sum and/or Mean

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