So,I need help with this question.
The position of a particle moving under uniform acceleration is a
function of time and the acceleration. Suppose we write this position
as x=kamtn, where k is a dimensionless constant. Find m and n by
dimensional analysis.
pls explain it as detail as possible.thx a lotttt!

Question

So,I need help with this question.
The position of a particle moving under uniform acceleration is a
function of time and the acceleration. Suppose we write this position
as x=kamtn, where k is a dimensionless constant. Find m and n by
dimensional analysis.
 pls explain it as detail as possible.thx a lotttt!

michele_laino · Answer

is your function like this:
$$x\left( t \right) = k \cdot a \cdot m \cdot t \cdot n$$

anonymous · Answer

Think about what the units on "a" and "t" are first, start there and see how you can get to units of just "meters" (since X is in units of just meters)