A citrus farmer grows two types of oranges: mandarin and navel. The distributions of weight for each type of orange grown on his farm are shown in the histograms below. Mandarin Navel 0.4 0.4 0.3 0.3 0.2 0.2 Relative Frequency Relative Frequency 0.1 0.1 0.0 0.0 Weight (in ounces) Weight (in ounces) The farmer will select a random sample of 100 mandarin oranges and a random sample of 100 navel oranges. Which sample is more likely to produce a sample mean within 1 ounce of the mean weight for its population? (A) The sample of mandarin oranges because the weights of mandarin oranges are less variable than the weights of navel oranges. (B) The sample of navel oranges because the weights of navel oranges have a greater mean than the weights of mandarin oranges. (C) Both samples are equally likely to produce a sample mean within 1 ounce because the sample sizes are the same. (D) It is impossible to know which sample is more likely to produce a sample mean within 1 ounce without the actual data from the samples