The average height of college students in the US is 177 cm. A random sample of 36 college students had an average height of 174 cm. The population standard deviation is 8 cm. At a = 0.05, can it be concluded that the average height is less than 177 cm? USE THE TABLES POSTED IN CANVAS TO SOLVE THIS PROBLEM. Round to TWO DECIMAL PLACES. Example: If C.V. = +9.12, enter 9.12 as your answer. If C.V. = -9.12, enter -9.12 as your answer. If C.V. = +/-9.12, enter +/-9.12 as your answer. Determine the critical value(s), C.V. = If H1: y at 19, enter NET19 as your answer without any space between terms (NET: Not Equal To). If H1: p. 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\