Hi, can i please get help working through the hypothesis method:

The following are the data of weights (in kg) of a random sample of 7 women swimmers. 73 76 67 60 56 63 74

[h] Consider the weight data in part {a} that were taken from women swimmers in NEW, Australia. i. Test at the 10% level of signicance, to see if the data supports the claim that the average weight of women swimmers in NSW is less than 1'1 kg. State clearlythe null and alternative hypotheses, the test statistic,r test result and conclusion in terms of the original problem. II"ou may use the appropriate Rcmdr output provided below. "You may assume that the data meet the statistical assumptions necessary for the test to be appropriate. {5 marks} One Sample t-test data: Weight t = -1.381"."Ir df = 6Ir p-value = 0.8918 alternative hypothesis: true mean is greater than T1 90 percent confidence interval: 62.83183 Inf sample estimates: mean of x 67 One Sample t-test data: Weight t = 1.3817, df = 6Ir pvalue = 0.1082 alternative hypothesis: true mean is less than T1 90 percent confidence interval: Inf 71.16807 sample estimates: mean of x 6? One Sample t-test data: Weight t = -1.3817, df = 6Ir p-value = 0.2163 alternative hypothesis: true mean is not equal to 71 90 percent confidence interval: 61.37452 72.62548 sample estimates: mean of x 6