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the scatter plot below shows the average rent (in dollars per month) for a 1 bedroom apartment in new york city each year between 2000 and 2013. A line was fit to the data model the relationship.
which of these liner equations best describes the given model?
a.y=2/5x+800
b.y=40x+800
c.y=800x+2/5
d.y=800x+40
based on this equation,use this equation to estimate the average rent in 2020.round your answer to the nearest dollar.

the scatter plot below shows the average rent in dollars per month for a 1 bedroom apartment in new york city each year between 2000 and 2013 A line was fit to class=

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Answer:

B) y=40x+800

Average Rent in 2020: $1600

Step-by-step explanation:

pstnonsonjoku

The cost of a one bedroom apartment in New York City in the year 2020 is $1600.

A straight line graph is generally of the form y = mx + c where;

m = slope

c = vertical intercept

Given this information, we can see from the graph that the correct line of fit for the data plot is; y = 40x + 800.

This implies that in the year 2020 which is 20 years after the year 2000, the cost of a one bedroom apartment in New York city will be;

y = 40(20) + 800 = $1600

Learn more about linear equations;https://brainly.com/question/11897796

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