Answer: If T is the time you wait to trim the lawn since you last did it and B is the lenght at which you trim, then the speed will be:

Step-by-step explanation:
Let's say T is the time you wait to trim the lawn since you last did it (1 month for example) and B is the lenght at which you trim (10cm for example).
If v is the speed at which the lawn grows, then the lenght of the lawn as a function of time will be:

where
is an arbitrary initial lenght. Let's say
.

Then we have:

So, at time T the lawn has grown a lenght B. And the speed is:
