A utility district has issued bonds totaling $4.7 Million with a fixed annual coupon rate of 4.00% and a term of 30 years. In addition to making the annual coupon payment, the district must deposit an additional annual amount (an equal amount each year beginning one year from the date of issuance) into a sinking fund so that the principle balance of $4.7 million will be on hand when the bonds come due. The district can earn 3.50% on its invested funds.

 What is the combined amount of money required for each year’s coupon payment and sinking fund payment?