Assume your job is to determine what would be the highest and best use of a land. Your studies narrowed the options to two, a parking place or a gas station. It is cheaper to construct a parking place, $19,000 in the first year. Operational costs, maintenance and other expenses would add up to $1,000 a year. Thus, in the first year, total cost would be $20,000 and, in the following years, $1,000 a year. A parking place is expected to generate $10,000 a year. It is more expensive to construct a gas station, $98,000 in the first year. It is also more expensive to operate it. All other operational costs, maintenance and other expenses would add up to $2,000 a year. Thus, in the first year, total cost would be $100,000 and, in the following years, $2,000 a year. On the other hand, a gas station is expected to generate a higher revenue, $15,000 a year. Both projects are supposed to last 20 years. A template of revenue and costs is presented below. The rate of return (discount) is 5%. 1. The present value of the cost flow of the Parking Lot is: 2. The expected present value of the revenue flows of the Parking Lot is: 3. . The expected present value of the flows of the Residual to Land of the Parking Lot option is