Answer:
The total number of trucks registered in the city at the end 8 years is 214.35
Solution:
Registered trucks are increasing at
rate.
So the increasing rate is = 0.1
The initial value of the truck is = 100
We need to solve the number of trucks after 8 years,
Hence, time = 8
We know the equation is

Here N is the total amount after t years, t is time, a is the initial truck and b is the rate of increase.
So putting the values in the equation, we get,




N = 214.35
So, the total number of trucks at the end of 8 years is 214.35