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2. Round 1 of a tennis tournament starts with 64 players. After each round, half the players have lost and are eliminated from the tournament. Therefore, in round 2 there are 32 players, in round 3 there are 16 players and so on. What is the dependent variable in this relationship? а. b. What is the independent variable in this relationship? c. Can this relationship be modeled by a linear function? Provide evidence to support your claim.

2. Round 1 of a tennis tournament starts with 64 players. After each round, half the players have lost and are eliminated from the tournament. Therefore, in round 2 there are 32 players, in round 3 there are 16 players and so on. What is the dependent variable in this relationship? а. b. What is the independent variable in this relationship? c. Can this relationship be modeled by a linear function? Provide evidence to support your claim.

Big Ideas Math A Bridge To Success Algebra 1: Student Edition 2015
Big Ideas Math A Bridge To Success Algebra 1: Student Edition 2015
1st Edition
ISBN:9781680331141
Author:HOUGHTON MIFFLIN HARCOURT
Publisher:HOUGHTON MIFFLIN HARCOURT
Chapter3: Graphing Linear Functions
Section: Chapter Questions
Problem 1CA
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Please answer question 2 and abc
Name: Period: 5.2b Homework: Linear and Nonlinear Functions in Context Directions: Determine whether the situations you choose can be modeled by a linear function or not. Provide evidence to support your claim. Show your work in the space below. 1. Mr. Cortez drove at a constant rate for 5 hours. At the end of 2 hours, he had driven 90 miles. After 5 hours, he had driven 225 miles. What is the dependent variable in this relationship? a. b. What is the independent variable in this relationship? c. Can this relationship be modeled by a linear function? Provide evidence to support your claim. 2. Round 1 of a tennis tournament starts with 64 players. After each round, half the players have lost and are eliminated from the tournament. Therefore, in round 2 there are 32 players, in round 3 there are 16 players and so on. What is the dependent variable in this relationship? а. b. What is the independent variable in this relationship? c. Can this relationship be modeled by a linear function? Provide evidence to support your claim. your cinie A rock is dropped from a cliff that is 200 feet above the ground. The table below represents the height of the rock (in feet) with respect to time (in seconds). Height (ft.) 200 Time (s) 1 184 136 3 56 What is the dependent variable in this relationship? a. b. What is the independent variable in this relationship? c. Can this relationship be modeled by a linear function? Provide evidence to support your clair
Transcribed Image Text:Name: Period: 5.2b Homework: Linear and Nonlinear Functions in Context Directions: Determine whether the situations you choose can be modeled by a linear function or not. Provide evidence to support your claim. Show your work in the space below. 1. Mr. Cortez drove at a constant rate for 5 hours. At the end of 2 hours, he had driven 90 miles. After 5 hours, he had driven 225 miles. What is the dependent variable in this relationship? a. b. What is the independent variable in this relationship? c. Can this relationship be modeled by a linear function? Provide evidence to support your claim. 2. Round 1 of a tennis tournament starts with 64 players. After each round, half the players have lost and are eliminated from the tournament. Therefore, in round 2 there are 32 players, in round 3 there are 16 players and so on. What is the dependent variable in this relationship? а. b. What is the independent variable in this relationship? c. Can this relationship be modeled by a linear function? Provide evidence to support your claim. your cinie A rock is dropped from a cliff that is 200 feet above the ground. The table below represents the height of the rock (in feet) with respect to time (in seconds). Height (ft.) 200 Time (s) 1 184 136 3 56 What is the dependent variable in this relationship? a. b. What is the independent variable in this relationship? c. Can this relationship be modeled by a linear function? Provide evidence to support your clair
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