A car is traveling to the left, which is the negative direction. The direction of travel remains the same throughout this problem. The car's initial speed is 34.1 m/s, and during a 5.87-second interval, it changes to a final speed of (a)51.1 m/s and (b)30.6 m/s. In each case, find the acceleration (magnitude and algebraic sign)
Given:
"v_{ix}=-34.1\\:\\rm m\/s"
"t=5.87\\:\\rm s"
The acceleration of the car
"a_x=\\frac{v_{fx}-v_{ix}}{t}"(a)
"a_x=\\frac{-51.1-(-34.1)}{5.87}=-2.90\\:\\rm m\/s^2"(b)
"a_x=\\frac{-30.6-(-34.1)}{5.87}=0.60\\:\\rm m\/s^2"
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