A model rocket is launched into the air from the top of the building. The table models the vertical height, y, in feet, for a given time, x, in seconds. What type of function would best model the data and why?
A model rocket is launched into the air from the top of the building. The table models the vertical height, y, in feet, for a given time, x, in seconds. What type of function would best model the data and why?
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A model rocket is launched into the air from the top of the building. The table models the vertical height, y, in feet, for a given time, x, in seconds. What type of function would best model the data and why?

Transcribed Image Text:x (time in seconds)
0 1 2 3 4
y (vertical height in feet) 30 45 50 45 30

Transcribed Image Text:The data is best modeled by an exponential function because the vertical height increases to a maximum of 50 and then decreases.
The data is best modeled by an exponential function because the vertical height decreases to a minimum of 50 and then increases.
O The data is best modeled by a quadratic function because the vertical height increases to a maximum of 50 and then decreases.
O The data is best modeled by a quadratic function because the vertical height decreases to a minimum of 50 and then increases.
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