If the car begins with zero speed, then
Distance = 1/2 (acceleration) x (time)2
There is not enough information to answer the question. The answer depends onis the object travelling at constant velocity?is the acceleration constant?If it is an object travelling with constant acceleration, which three of the following four variables are knows: initaial velocity, final velocity, acceleration and time.
d(t)=Vi(t)+((1/2)(a*t^2)) I just can't find anywhere to explain where that 1/2 constant comes from.
If starting from rest, Distance = 1/2 (acceleration) x (time)2 . Otherwise, Distance = 1/2 (initial speed + final speed) x (time)
distance traveled = speed multiplied by time taken.
Assuming that the car moves at a constant speed, you can use the standard formula for speed: distance = speed x time
Acceleration=Speed1-speed2/Distance traveled
There is not enough information to answer the question. The answer depends onis the object travelling at constant velocity?is the acceleration constant?If it is an object travelling with constant acceleration, which three of the following four variables are knows: initaial velocity, final velocity, acceleration and time.
formula for speed is distance traveled over time taken to cover distance acceleration is given by change in velocity per unit time
d(t)=Vi(t)+((1/2)(a*t^2)) I just can't find anywhere to explain where that 1/2 constant comes from.
Acceleration = 0 Speed = constant Distance = (speed) x (time)
If starting from rest, Distance = 1/2 (acceleration) x (time)2 . Otherwise, Distance = 1/2 (initial speed + final speed) x (time)
A=Vf-Vi/t Acceleration is the final velocity minus the initial velocity divided by the time it too to reach it
Acceleration with respect to time = a , where 'a' is a constant.
distance traveled = speed multiplied by time taken.
Assuming that the car moves at a constant speed, you can use the standard formula for speed: distance = speed x time
Acceleration due to gravity in the vicinity of a mass 'M' is A = G M / R2 A = the acceleration G = gravitational constant M = mass of the mass R = distance from the center of the mass 'M'
Assuming (a) an initial velocity of zero, and (b) constant acceleration, the formula becomes: distance = 0.5 at2 (distance = 1/2 times acceleration times time squared).