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Q: How do you find braking distance when given velocity and reaction distance?
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Related questions

What is the braking time from 1.5 to 2 seconds what is the final velocity?

To calculate the final velocity and braking time, we need more information such as initial velocity, acceleration, or distance traveled during braking. It is not possible to determine the final velocity and braking time with only the given time interval of 1.5 to 2 seconds.


What is the formula for uniform velocity?

The formula for uniform velocity is: Velocity = Distance / Time.


How do you find the velocity when only distance given?

You cannot.


What is the time when you are given velocity and distance?

Velocity is in distance/time, so multiplied by 1/distance would give you 1/time. Hope this helps!


How do you find a final velocity without distance but given time?

Without distance, you have to know time, initial velocity, and acceleration, in order to find final velocity.


How do you find velocity when given the time and mass?

You can't. The mass is irrelevant to velocity. You need the distance.


How do you find the initial velocity given only distance?

You cannot.


Is it possible to calculate distance when given velocity and weight?

yes...


What is the formula for velocity if you are not given the distance?

d=v/t


How do you calculate acceleration when given velocity and distance?

v2 - u2 = 2as so that a = (v2 - u2)/2s where u = initial velocity v = final velocity s = distance a = acceleration


The distance traveled by a car depends on the velocity of the car?

Yes, the distance traveled by a car is directly proportional to its velocity. This relationship is described by the formula distance = velocity x time, where time is the duration of travel. The faster the car is moving (higher velocity), the more distance it will cover in a given amount of time.


How do you find the acceleration and initial velocity given only the distance and time?

If you are only given total distance and total time you cannot. If you are given distance as a function of time, then the first derivative of distance with respect to time, ds/dt, gives the velocity. Evaluate this function at t = 0 for initial velocity. The second derivative, d2s/dt2 gives the acceleration as a function of time.