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One equation that describes motion of an object is
x = vt + xo, where x is the position of the object, v is
its speed, t is time, and xo is the initial position. Show
that the dimensions in the equation are consistent.

Respuesta :

okpalawalter8

We have that the resultant equation is L=L we can say that the dimensions in the equation are consistent

From the Question we are given equation

[tex]x = vt + xo[/tex]

Generally

x = distance in meters(m)

v =velocity in m/s

t=time in secs

x_0=distance in meters(m)

Therefore

The Dimension of equation is

[tex]L=LT^{-1}*T+L\\\\L=L[/tex]

Hence, Given that the  resultant equation is L=L we can say that the dimensions in the equation are consistent

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