Saved Consider the following critical values: t0.1, 35 = 1.306; t0.05, 35 = 1.690, t0.025, 35 = 2.030 in answering this question: To assess the average weight of our farmed salmon, we randomly sample 36. They have an average weight of 30.6 lbs with a sample standard deviation of 7.8 lbs. Based on this sample, we conduct an appropriate hypothesis test to determine if the population mean weight of our salmon is greater than 30 lbs. The p-value for this test is: Question 12 options: Greater than 0.1. Between 0.05 and 0.1. Between 0.025 and 0.05. Less than 0.025. Question 13 (1 point) Saved In a recent poll of 900 likely Indiana voters, 464 said they support a 10 cent increase in the gasoline tax, 436 oppose it. Based on this sample, which of the following statements is true about a 1-sided hypothesis test of this sample using the normal approximation to the binomial? Question 13 options: At the 5% level, we do not have statistically significant evidence that the gas tax will get more than 50% of the vote. At the 10% level, we have statistically significant evidence that the gas tax will get more than 50% of the vote. At both the 5% and 10% level, we have statistically significant evidence that the gas tax will get more than 50% of the vote. At the 5% level, we have statistically significant evidence that the gas tax will get more than 50% of the vote. Question 14 (1 point) Saved In clinical drug trials, drug side effect testing is evaluated using hypothe