An oil company is considering two sites on which to drill. The sites are described in the following table. Complete parts (a) through (b) below. Site A: Profit if oil is found: $90 million Site B: Profit if oil is found: $135 million Loss if no oil is found: $25 million Loss if no oil is found: $12 million Probability of finding oil: 0.2 a. Which site has the larger expected profit? Site A has the larger expected profit. Site B has the larger expected profit. The expected profits for both sites are the same. Probability of finding oil: 0.1 b. If the expected profit for both sites is not the same, by how much is the expected profit larger? million (Round to the nearest tenth as needed.)