google.com/c/Mji2NDYzOT[10Tg3/a/NDUzOTQ4NDczNDU1/detailssesO Lee County SchoolsQ What did Maslow cb.g(x) =/(2x)111.(6, 2)Open with -8.Consider the following geometrie sequence.4. 8. 16, 32, 64Which of the functions beloW model the sequence? Select all that apply.fin) = 22. 2f(m) = 2nc. fin+1) = 2"d. fin+1) = 2 f(n)a.b.9.In which of the following ways can the line f(x)=D3x+6 be represented asthe transformation of the parent function y=x? Select el0 that apply.A. A shift to the left of 2 units followed by a vertical stretch by afactor of 3B. A vertical stretch by a factor of 3 followed by a shift up of 6 unitsC. A horizontal compression by a factor of 3 followed by a shiftPage4 / 5

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Answered: 8. Consider the following geometric…

Elementary Geometry For College Students, 7e

7th Edition

ISBN:9781337614085

Author:Alexander, Daniel C.; Koeberlein, Geralyn M.

Publisher:Alexander, Daniel C.; Koeberlein, Geralyn M.

ChapterP: Preliminary Concepts

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Problem 1CT

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1. State the limit of the graph below that represents a sequence. 60 50 a) 0 b) – 1.2 c) 8 d) +∞ 40 30 20 10 34 567 8 9%
3. If the common ratio of a geometric sequence a, b, C, ... is R, the common ratio of anothe- 1 geometric sequence a² 'b²'c² ... IS a. R b. R2 С. d.- R2 4. What is the next term of the sequence 2, 4, 8, 16 is a. 20 (b)32 с. 64 d. 108 5. The pattern followed by the sequence 3,6, 9 12, ... is a.) Multiples of 3 b. Prime numbers c. Odd numbers d. Multiples of 1/3 6. The general term of Geometric Progression is a. an = arn-1 b. an = ar-1 C. an = ar" %3D d. an = arn+1 7. The 7th term of the Geometric Progression 2, 6, 18, ... is a. 5832 b. 2919 © 1458 d. 729 bns 1olo n nholoo alr 8. The first term of a geometric sequence is 2, and the second term is 10, what is the fifth t a. 100 b. 250 c. 500 d. 750 9. If r = 10, an = 100, a = 1 then 'n' should be equal to a. 1 b. 2 C.)3 d. 4
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2. Consider the sequences 2, 5, 12, 29, 70, 169, 408,… ( with a0 =0 ) a) Describe the rate of growth of this sequence. b) Find a recursive definition for the sequence. c) If you look at the sequence of differences between terms, and then the sequence of second differences, the sequence of third differences, and so on, will you ever get a constant sequence? Explain how you know.
16 7. Consider the sequence 1, §, 2, a) List the next two terms of the sequence. Enter fractions with slashes (ex. 1/2). 20 '8"... b) Assuming the sequence is denoted by A₁, A2, A3... give an explicit formula for AN. AN Check =

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8. Consider the following geometric sequence. 4. 8. 16. 32, 64 Which of the functions below model the sequence? Select all that apply. a. fin) = 2 2 b. fin) = 2n c. fin+ 1) = 2" d. fin+1) 2 fin)