Respuesta :
Answer:
$64,500: Total cost for four years
Step-by-step explanation:
This problem involves an arithmetic progression in which the common difference is $750. The first term is $15,000. The general formula is then
a(n) = $15,000 + $750(n - 1)
Thus:
a(1) = $15,000
a(2) = $15,000 +$750 = $15,750
a(3) = $15,000 + 2($750) = $16,500
a(4) = $16,500 + $750 = $17,250
Summing up these costs, we get $64,500: Total cost for four years