The equation for the total profit, P (in dollars), from selling x items is given below: P(x) = 3500 + 0.15x %3D What is the correct interpretation of the slope of this line? O For every item sold, profit increases by $0.15. O For every item sold, profit increases by $0.35. O For every item sold, profit increases by $3,500. O For every item sold, profit increases by $15.

Big Ideas Math A Bridge To Success Algebra 1: Student Edition 2015
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ISBN:9781680331141
Author:HOUGHTON MIFFLIN HARCOURT
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Chapter6: Exponential Functions And Sequences
Section: Chapter Questions
Problem 6CA
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The equation for the total profit, P (in dollars), from selling x items is given below:
P(x) = 3500 + 0.15x
What is the correct interpretation of the slope of this line?
For every item sold, profit increases by $0.15.
For every item sold, profit increases by $0.35.
For every item sold, profit increases by $3,500.
For every item sold, profit increases by $15.
Transcribed Image Text:The equation for the total profit, P (in dollars), from selling x items is given below: P(x) = 3500 + 0.15x What is the correct interpretation of the slope of this line? For every item sold, profit increases by $0.15. For every item sold, profit increases by $0.35. For every item sold, profit increases by $3,500. For every item sold, profit increases by $15.
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