YA vO =-L.197t+ 58,67 40 20 7. Time (in seconds) The driver of a vehicle applies the brakes, softly at first, then harder, coming to a complete stop after 7 sec. The velocity as a function of time is modeled by the function v(t) = -1.1971 + 58.67, where v is in feet per second, t is in seconds and 0 sis7. How far did the vehicle travel while the driver was braking? Vekcity (in feet per second)
YA vO =-L.197t+ 58,67 40 20 7. Time (in seconds) The driver of a vehicle applies the brakes, softly at first, then harder, coming to a complete stop after 7 sec. The velocity as a function of time is modeled by the function v(t) = -1.1971 + 58.67, where v is in feet per second, t is in seconds and 0 sis7. How far did the vehicle travel while the driver was braking? Vekcity (in feet per second)
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Transcribed Image Text:-L.1971+38.67
Time (in seconds)
The driver of a vehicle applies the brakes, softly at first, then harder,
coming to a complete stop after 7 sec. The velocity as a function of time is modeled
by the function v(t) = -1.197t² + 58.67,.
where v is in feet per second, t is in seconds and 0sis 7.
How far did the vehicle travel while the driver was braking?
Velocity (in feet per second)
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