A house cost $200,000. Five years later, that same house sold for $250,000. If there was linear growth, the slope of this line would (numerically) be 10,000. Explain what this means. Which of these shows the equation of this line. Use y for the value of the house and x for the number of years. y = -10,000x + 200,000 y = 250,000x - 10,000 O y = 10,000x + 200,000 O y = 200,000x - 10,000 O y = 200,000x + 10,000 y = 250,000x + 10,000 O y = 10,000x + 250,000 Oy = -10,000x + 250,000
A house cost $200,000. Five years later, that same house sold for $250,000. If there was linear growth, the slope of this line would (numerically) be 10,000. Explain what this means. Which of these shows the equation of this line. Use y for the value of the house and x for the number of years. y = -10,000x + 200,000 y = 250,000x - 10,000 O y = 10,000x + 200,000 O y = 200,000x - 10,000 O y = 200,000x + 10,000 y = 250,000x + 10,000 O y = 10,000x + 250,000 Oy = -10,000x + 250,000
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Transcribed Image Text:Which of the following linear relationships is
NOT also a proportional relationship?
O y = (5)x
O Y = -(5)x
y
O y = (8)x + 7
Oy = (3/4)x

Transcribed Image Text:A house cost $200,000. Five years later, that
same house sold for $250,000. If there was linear
growth, the slope of this line would (numerically)
be 10,000. Explain what this means.
Which of these shows the equation of this line.
Use y for the value of the house and x for the
number of years.
y = -10,000x + 200,000
y = 250,000x - 10,000
y = 10,000x + 200,000
O y = 200,000x - 10,000
y = 200,000x + 10,000
O y = 250,000x + 10,000
y = 10,000x + 250,000
O y = -10,000x + 250,000
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