To make physics simpler, an object can be approximated to act like it has all its mass concentrated at a single point.

This single point is called the ‘center of mass’. If the density of the object is uniform, it is simple to compute.

For instance, if a metal rod is of uniform density, the center of mass is just the center of the rod.

Techniques of integration can be used for more complicated situations, but clever analysis of an object can allow you to understand if it is symmetric about an axis or be twice the amount of one side of it.

Observations like these can lessen the work necessary.

Doug Hauf says

How would you simplify this

x = Sqr Number / Sqr Number feet/seconds ^ 2

Doug Hauf

Neal says

Is it (feet/seconds)^2 inside the square root or (feet/seconds^2) inside the square root? The second one wouldn’t make as much sense to me since then you would get units of distance to the 1/2 power. If so, there might be an error in the calculation somewhere. If it’s the first, then both terms are squared inside the square root. And then if you divide by a fraction, you flip the terms.