
In a exponential function as above you use the value of b to determine if it grows or decays:
If b>1, the function grows
If 0
The function grows or decays at a rate proportional to the size of b.
For the given function:

The function represents a growth (b>1)
To find the percentage of increase (p) use the next:

Then, the fuhnction represents a growth and the percentage of increase is 4%