Answer:
$18.20 million
Step-by-step explanation:
Net present value = Initial cost + (Annual cost/3%)
Net present value = $600 million + $200,000/3%
Net present value = $600 million + $6.67 million
Net present value = $606.67 million
Annualized cost = Net present value * 3%
Annualized cost = $606.67 million * 3%
Annualized cost = $18.20 million
So, the annualized cost of the bridge project is $18.20 million.