The average one-year-old baby is 29 inches tall. A random sample of 16 one-year-olds in a large day-care had a mean height of 30.7 inches with a standard deviation of 2.8 inches. At the 0.01 level of significance, can it be concluded that the average height is greater than 29 inches? USE THE TABLES POSTED IN CANVAS TO SOLVE THIS PROBLEM. Round to THREE DECIMAL PLACES. Example: If C.V. = +9.123, enter 9.123 as your answer. If C.V. = -9.123, enter -9.123 as your answer. If C.V. = +/-9.123, enter +/-9.123 as your answer. Determine the critical value(s), C.V. =If H1: ,u 3/5 19, enter NET19 as your answer without any space between terms (NET: Not Equal To]. If H1: u 19, enter >19 as your answer without any space between terms. State the alternative hypothesis: Round to TWO DECIMAL PLACES. Example: If test statistic = +0.12, then enter 0.12 as your answer. If test statistic = -0.12, then enter -0.12 as your answer. Compute the test statistic: If your decision is \"Reject the null hypothesis\