nd Term = 246252 3rd Term

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter10: Sequences, Series, And Probability
Section10.3: Geometric Sequences
Problem 16E
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Question
What pattern describes the growth pattern of the sequence of blocks? Find the 50th term.
Blocks
1st Term
2nd Term
3rd Term
1+5(n-1), 1 + 5(50 - 1) = 246252
7+5(n-1), so 7 + 5(50 - 1) = 252
7+ 5(n), so 7 + 5(50) = 257
5 + 7(n), so 5 + 7(50) = 340
b
Oc
Od
4th Term
Transcribed Image Text:What pattern describes the growth pattern of the sequence of blocks? Find the 50th term. Blocks 1st Term 2nd Term 3rd Term 1+5(n-1), 1 + 5(50 - 1) = 246252 7+5(n-1), so 7 + 5(50 - 1) = 252 7+ 5(n), so 7 + 5(50) = 257 5 + 7(n), so 5 + 7(50) = 340 b Oc Od 4th Term
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