You and your friends want to go to a skate park on Saturday. There are two parks in your neighborhood, Sam's Skate Park, and Brad's Skate Park. The parks both charge for skating at their park. Each parks price is described below. Sam's Skate Park: $3 to get into the park and $1 for every hour. Brad's Skate Park: $5 to get into the park and $0.50 for every hour. Write a system of equations for each: Brad's Sam's Where do the lines intersect? What does the intersection mean?

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter3: Linear And Nonlinear Functions
Section3.7: Piecewise And Step Functions
Problem 30PPS
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5.
You and your friends want to go to a skate park on Saturday. There are two parks
in your neighborhood, Sam's Skate Park, and Brad's Skate Park, The parks both
charge for skating at their park. Each parks price is described below.
Sam's Skate Park: $3 to get into the park and $1 for every hour.
Brad's Skate Park: $5 to get into the park and $0.50 for every hour.
Write a system of equations for each:
Sam's
Brad's
Where do the lines intersect?
What does the intersection mean?
Transcribed Image Text:5. You and your friends want to go to a skate park on Saturday. There are two parks in your neighborhood, Sam's Skate Park, and Brad's Skate Park, The parks both charge for skating at their park. Each parks price is described below. Sam's Skate Park: $3 to get into the park and $1 for every hour. Brad's Skate Park: $5 to get into the park and $0.50 for every hour. Write a system of equations for each: Sam's Brad's Where do the lines intersect? What does the intersection mean?
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