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Sarah downloads movies from a website that charges a $10 membership fee plus $1 for every movie downloaded. Lisa downloads movies from a different website that charges a $5 fee per month and $2 for each movie downloaded. These equations represent this situation. y = x + 10 y = 2x + 5 In the equations, which are drawn on the graph, x represents the number of movies downloaded and y represents the money spent. Sarah and Lisa would spend an equal amount per month if they each downloaded how many movies?

Sarah downloads movies from a website that charges a 10 membership fee plus 1 for every movie downloaded Lisa downloads movies from a different website that cha class=

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choixongdong
Sarah and Lisa would spend an equal amount per month
then
x + 10 = 2x + 5
x = 5

if x  = 5 then y = 15

answer
Sarah and Lisa would spend an equal amount $15 per month and download 5 movies
akposevictor

The solution to the system of equations is (5, 15), which means they would both spend an equal amount per month ($15) if they both downloaded 5 movies each.

What is the Solution of a System of Linear Equations?

The solution of a system of linear equations that are graphed is the coordinate of the point where both lines of each equations meet at.

From the graph given, the solution of the system is: (5, 15), which means both spent an equal amount of $15 for 5 downloaded movies.

Thus, we can conclude that, they would both spend an equal amount per month ($15) if they both downloaded 5 movies each.

Learn more about the solution of a system of linear equations on:

https://brainly.com/question/14323743

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