Final answer:
Without the specifics of the spinning game, we cannot determine the exact probability of consecutively spinning 'praline wafer' and then 'oven-baked apple & lavender calzone'. However, the general approach would be to use the product rule by multiplying the probabilities of the two individual events, if they were known.
Step-by-step explanation:
The question asks about the probability of spinning two particular items in consecutive attempts. To solve this, we need to know the probability of spinning each item individually. This scenario is similar to finding the probability of rolling a two on a die and then heads on a coin flip. In such cases, if the probability of the first event is independent of the second, we use the product rule by multiplying the probabilities of the two individual events.
As per the provided details, we do not have the exact probabilities of spinning 'praline wafer' and 'oven-baked apple & lavender calzone.' However, if we knew these individual probabilities, we could apply the product rule. For example, the provided information shows how to use the product rule for a die and a coin, where the probability of obtaining a combined outcome of 2 and heads is (1/6) x (1/2) or 1/12. Therefore, without specific probabilities for the spinning game, the answer is (d) It depends on the specifics of the spinning game.