How do you calculate distance with initial velocity and time?

Answer 1

v=d/t

Algebra can be used to isolate for the t value:

Multiply by t: vt=d

Then, divide by v: t=d/v

Now, simply plug in the given values for the variables, and solve.

Answer 2

Distance can be calculated using the formula: distance = initial velocity * time + 0.5 * acceleration * time^2, where acceleration is 0 if there is no acceleration. If there is no acceleration, you can simply multiply the initial velocity by the time to find the distance.

Answer 3

average velocity is distance/time (metres per second)

precise velocity can be calculated from a maths expression such as d = t^2

where velocity is slope of graph at any point , using differential calculus

Answer 4

distance = velocity x time

if you are using different units, use the link i attached to convert them.

well im doing double award higher tier physics im doing my Gcse's well my mocks first, one exam i picked said Distance = area under
which i dont get because the graph shows velocity and time and i knew that distance = velocity x time so what gives with dividing it by 2??

Answer 5

If you know the original velocity, X=Vo + 1/2 a t2

Answer 6

If acceleration is 0 then s = u*t

s = distance

u = initial velocity

t = time

Answer 7

Definition of velocity (assuming constant velocity): v = d/t. Solving for time: t = d/v (i.e., distance / velocity).

Answer 8

You divide the distance by 1/2 and that is the final answer.