A coin will be flipped three times, and the number of heads recorded. Explain why this is a binomial experiment. Check all four required conditions. Question content area bottom Part 1 Determine whether there is a fixed number of trials, n. A. There is not a fixed number of trials, n. The number of times a heads or tails will occur is not determined prior to the set of coin flips. B. There is a fixed number of trials, n. The coin will be flipped three times, which is a fixed number. C. There is not a fixed number of trials, n. A certain number of heads must occur before the person can stop flipping the coin. D. There is a fixed number of trials, n. The number of times a heads or tails will occur is less than three. Part 2 Determine whether the only two outcomes are success and failure. A. The only two outcomes are success and failure. In this experiment, three heads is considered a success, and fewer than three heads is considered a failure. B. There are six possible outcomes. There are three trials, and in each trial, there are two sides on which the