The value after 4 years is $ 28507.71
Solution:
bought a printer for $35,000 and it’s value is depreciating at the rate of 5% every year
We have to find it’s value after 4 years
The value after 4 years is calculated using the formula:

where "p" is the initial amount
"r" is the rate of depreciation
"n" is the number of years for which the price is to be calculated
Here p = 35000 and r = 5% and n = 4

Hence the value after 4 years is $ 28507.71