Nth term of an arithmetic sequence calculator
[DOC File]UNIT 1 - ARITHMETIC & GEOMETRIC SEQUENCES
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Find the missing terms for each sequence and state the common difference/ratio. Write an explicit rule . AND. a recursive rule for the nth term of the sequence. Then find . 1) Arithmetic or Geometric Sequence (circle one) Common difference/ratio:_____ Explicit Rule:_____ Recursive Rule:_____
[DOC File]Mathematics IV
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Arithmetic sequence: A sequence of terms with . The explicit formula is given by and the recursive form is a1 = value of the first term and . Arithmetic series: The sum of a set of terms in arithmetic progression with . Common difference: In an arithmetic sequence or series, the difference between two consecutive terms is d, .
[DOC File]Math 121 Review for test 2
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find the nth term of an arithmetic or geometric sequence (an or a4 for example) be able to use formulas for finding terms or sums of arithmetic and geometric sequences (know which formulas work for which type!)—see below. be able to graph arithmetic and geometric sequences (remember that arithmetic sequences are linear equations!
Activity overview:
Given several terms of a sequence, write an algebraic expression that generates the nth term. Graph the first n terms of a sequence. Derive and apply a formula for the first n terms of an arithmetic sequence. Teacher Preparation and Notes. This activity is …
[DOC File]Chapter 9
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Term _____ in sequence. Rule Notation: = value of nth term = 1st previous term or ONE Before an = 2nd previous term or TWO Before an Write Recursive Rules for each pattern statement: The next term of the sequence, a, is equal to 3 times the previous term: The pattern, b, is to multiply the previous two terms : The pattern, u, is the previous ...
[DOC File]LESSON PLAN (WEEK 14)
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Have the students generalize a formula for the nth term of the arithmetic sequence, i.e. come up with the following result: Result 1: The nth term of an arithmetic sequence is given by , for any . Activity IV: [4 minutes] Have the students use the formula to find the nth term of the arithmetic …
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