Imagine that a tomato farmer wants to know how many tomatoes she should save this year to have enough seeds for next year's crop. Historically, she has obtained an average of 17 viable seeds per tomato. She wants to check if the number of viable seeds for this year's crop is any different from the average. Because she does not have any preconceived notions of why this year's crop would be more or less viable than her past crops, she decides to answer her question using a two-tailed t-test for a mean. The farmer picks one randomly selected tomato, each, from 50 randomly selected plants, and uses a germination experiment to determine how many seeds from each tomato are viable. She calculates the sample mean as 15 viable seeds per tomato, with a standard deviation of 4.3 seeds. Her sample data appear normal and do not contain any outliers. Select the appropriate null and alternative hypotheses for Elizabeth's question. Ho: H1: