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Suppose there is a pond containing 5 black koi fish, 11 white koi fish, and 18 gold koi fish. We will assume all the fish swim in a random pattern and are all equally likely to swim under the bridge. Find the probability that the next fish to swim under the bridge will be a gold koi fish and identify if this is an empirical or theoretical probability. O The probability of a gold koi fish swimming under the bridge next is about 0.15. This is an empirical probability. O The probability of a gold koi fish swimming under the bridge next is about 0.53. This is a theoretical probability. O The probability of a gold koi fish swimming under the bridge next is about 0.15. This is a theoretical probability. O The probability of a gold koi fish swimming under the bridge next is about 0.53. This is an empirical probability. O The probability of a gold koi fish swimming under the bridge next is about 0.32. This is a theoretical probability. According to a recent study, about 75.8% of Americans regularly experience feeling "hangry" or feeling angry due to being hungry. The margin of error for the study was 1.8%. Find the 95% confidence interval for this situation. (Enter the smallest value in the first blank and the largest value in the last blank. Do not add % sign) Numero % . Numero %) The local newspaper asked a sample of 278 registered voters how they planned to vote on the sidewalk improvement bond issue. Of those in the sample, 183 people indicated they plan to vote "yes" for the sidewalk improvement bond. Use the formula: 95 % Confidence Interval = + !to find a 95% confidence interval for this situation: O (59.83%. 71.82%) (57.44%. 74.22%) O (24.51%, 39.29%) O (85.28%, 68.37%) (87.97%, 70.69%)