Final answer:
To find the probability of both spinners landing on orange, multiply the probability of one spinner landing on orange by the probability of the second spinner doing the same. Without specific probabilities provided for the orange sections, the exact probability can't be calculated.
Step-by-step explanation:
The question is asking about the probability of two events happening simultaneously, which is a topic in mathematics, specifically in the area of probability. To find the probability that both spinners will land on orange, we need to know the probability of landing on orange for each spinner separately and then multiply those probabilities together.
However, with the information provided, we cannot determine the probability of landing on orange because the probabilities for other colors are not fully mentioned, nor is there any information about the number of sections on each spinner. If you do have the probability for landing on orange on each spinner, then you would calculate it as such:
P(both oranges) = P(orange on spinner 1) x P(orange on spinner 2)
This assumes the events are independent, which means the outcome of one spinner does not affect the outcome of the other spinner.