How do you work out the reaction distance?

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To calculate reaction distance, use the formula d = (1/2)(Vf + Vi) x T, where Vf is the final speed, Vi is the initial speed, and T is the reaction time. For braking distance, apply a kinematic equation that incorporates initial speed (Vi), final speed (Vf), and deceleration (a) to solve for distance (d). With an initial speed of 69 km/h, a final speed of 0, and a deceleration of 4.49 m/s², the braking distance can be determined. Once both distances are calculated, sum them to assess if the total stopping distance exceeds 41 m. Understanding these calculations is essential for completing the assignment successfully.
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how do you work out the reaction distance??

i have this big assignment to do at school and i can't work out how to find the breaking and reaction distances ... i have a Vi = 0 Vf= 69km/h reaction time= 0.78sec deceleration of 4.49m/s and my total distance i need to find if i go over is 41 m ... i was thinking of useig d=(1/2 (Vf+Vi)xT for my reaction and i don't know how to do the breaking ?? :/ can anyone give me any sujestions on how to do this stuff I am so lost... please :)
 
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littlemissbee said:
i have this big assignment to do at school and i can't work out how to find the breaking and reaction distances ... i have a Vi = 0 Vf= 69km/h
if the car is braking, the initial speed is 69 km/hr and the final speed when it comes to a stop is 0
reaction time= 0.78sec deceleration of 4.49m/s and my total distance i need to find if i go over is 41 m ... i was thinking of useig d=(1/2 (Vf+Vi)xT for my reaction
the speed during the reaction time is constant at 69 km/hr
and i don't know how to do the breaking ?? :/ can anyone give me any sujestions on how to do this stuff I am so lost... please :)
For the braking distance, use one of the kinematic equations where vi, vf, and a are known, solve for d. Then add up the 2 distances and see if the car could stop in less than or more than 41 m.
 
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