Picture a long canoe with many people inside, One such canoe is shown below that could hold 7 people (possibly). For this entire puzzle, you will assume that the middle seat begins open. For this problem, there are 3 people on the left (marked with L) and 3 people on the right (marked with R). L R R Everyone must change sides- the people on the right must move to the left, and vice versa. However, since it's a narrow canoe, only two moves are possible: a) a person can move to an adjacent empty seat (seen below) R R b) or they may step over one person into an empty seat. LR R L R.

Calculus: Early Transcendentals
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Author:James Stewart
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Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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What is the smallest number of moves for a 9 person canoe?
Picture a long canoe with many people inside, One such canoe is shown below that could hold 7
people (possibly). For this entire puzzle, you will assume that the middle seat begins open. For this
problem, there are 3 people on the left (marked with L) and 3 people on the right (marked with R).
L
R
R
Everyone must change sides - the people on the right must move to the left, and vice versa.
However, since it's a narrow canoe, only two moves are possible:
a) a person can move to an adjacent empty seat (seen below)
L
R
R
b) or they may step over one person into an empty seat.
L
LR
R
Math 28- Homework Unit 1 - Page 6
Transcribed Image Text:Picture a long canoe with many people inside, One such canoe is shown below that could hold 7 people (possibly). For this entire puzzle, you will assume that the middle seat begins open. For this problem, there are 3 people on the left (marked with L) and 3 people on the right (marked with R). L R R Everyone must change sides - the people on the right must move to the left, and vice versa. However, since it's a narrow canoe, only two moves are possible: a) a person can move to an adjacent empty seat (seen below) L R R b) or they may step over one person into an empty seat. L LR R Math 28- Homework Unit 1 - Page 6
10. Determine the smallest number of moves for a 9 person canoe. Solve with an efficient method-
show your work and explain why you picked the method.
Math 28-Homework Unit I-Page
Math 28- Homework Unit 1-Page 9
Transcribed Image Text:10. Determine the smallest number of moves for a 9 person canoe. Solve with an efficient method- show your work and explain why you picked the method. Math 28-Homework Unit I-Page Math 28- Homework Unit 1-Page 9
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