Giancoli 7th Edition textbook cover
Giancoli's Physics: Principles with Applications, 6th Edition
2
Describing Motion: Kinematics in One Dimension
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2-1 to 2-3: Speed and Velocity
2-4: Acceleration
2-5 and 2-6: Motion at Constant Acceleration
2-7: Falling Objects [neglect air resistance]
2-8: Graphical Analysis

Problem 29
A
see video for derivation
Giancoli 6th Edition, Chapter 2, Problem 29 solution video poster
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VIDEO TRANSCRIPT

The equation for the stopping distance of a car is the total of the distance travelled while the driver is reacting ‘dR’ so there's no deceleration during this reaction distance plus the distance while the driver is braking, ‘dB’. The reaction distance is going to be the initial speed times the reaction time plus ‘dB’. Let’s figure out an equation for the braking distance, ‘Vf2’ equals ‘V02’ squared plus two ‘a’ times ‘dB‘ and solving for ‘dB’: ‘Vf2’ is zero because the driver is going to stop, then we’ll subtract ‘V02’ and we’ll also divide both sides by two ‘a’ giving us ‘dB’ is: negative ‘V02’ divided by two ‘a’ and substituting we’ll have proven that the total stopping distance is ‘V0’ times the reaction time minus ‘V02’ divided by two ‘a’.

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