Given data is 157, 149,162, 168,155,155, 157.48,165,157, 157 sample size (n)=10 sample mean = 158.2480 sample variance = 29.6284 sample standard deviation = 5.4432 Given data is 157, 149, 162, 168,155,155, 157.48, 165,157, 157,149, 152.4, 161,149, 155, 152, 162,155,155,177,152,155,159,168,182.88,161,155,153,167,172,171,174, 152,162,165.1,170.18,172 population size (n) = 37 population mean = 160.5686 population variance = 70.8725 population standard deviation = 8.4186 1. Using the data computed, test the null hypothesis that there is no significant difference between the population and sample data. 2. Answer the guide questions given: 0 Using the given and computed values, is there a reason to believe that there is no significant difference between sample data and population data? Justify. o What if the significance level is raised to 10%, will there be a change on the original conclusion? Justify