A video game and movie rental kiosk charges $2 for each video game rented, and $1 for each movie rented. One day last week, a total of 114 video games and movies were rented for a total of $177. The system of equations LaTeX: inom{x+y=114}{2x+y=177} ( x + y = 114 2 x + y = 177 ) represents this situation, where x represents the number of video games rented and y represents the number of movies rented. Find the numbers of video games and movies that were rented

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Mathematics, 09.02.2021 18:40 tiwaribianca475

A video game and movie rental kiosk charges $2 for each video game rented, and $1 for each movie rented. One day last week, a total of 114 video games and movies were rented for a total of $177. The system of equations LaTeX: \binom{x+y=114}{2x+y=177} ( x + y = 114 2 x + y = 177 ) represents this situation, where x represents the number of video games rented and y represents the number of movies rented. Find the numbers of video games and movies that were rented

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A video game and movie rental kiosk charges $2 for each video game rented, and $1 for each movie ren...

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