One side of the mountain that has constant wind and rain blowing onto it, is more likely to catch what is falling than the other side leaving it dryer.
Answer:
the damping coefficient when the system is critically damped is 13.42 lb s/ft.
Explanation:
The directions are missing the last part, which is:
"A mass weighing 30 lb stretches a spring 7.5 in. The mass is also attached to a damper with coefficient γ. Determine the value of γ for which the system is critically damped. Assume that 
Round your answer to three decimal places."
The spring system is determined by the following differential equation

where
is the damping coefficient, thus it is critically damped when the system transitions from real to complex solutions that happens at

Solving for the damping coefficient.

where the spring constant k is given by

And the mass is given by

So the damping coefficient will be

Replacing the given information we have:

Thus we get

The value of the damping coefficient when the system is critically damped is 13.42 lb s/ft.
Answer:
It's basically the intensity and frequency of going up and down.
Explanation:
The mouse, for example, isn't doing it very high, but is doing it pretty quick.
Answer:
you would be paying $1845.26