Solve using 7 steps/format provided in picture. Required to do the 7 steps provided in pic. Write readable thanks. After selecting a random sample of 28 people from a very large population, theywant to determine if the average age of the sample is representative of theaverage age of the population. The mean age of the population is 33. Fromsample, the mean age is 26 and the standard deviation is 3.4. Is the mean ageof the sample significantly different from the mean age in the population? Solution1.Ho: The average life span today is not greater than 72 years.Ha: The average life span today is greater than 72 years.0.052.3. t-test (one-tailed)4. df=n-1df=100-1=99t₁ = 1.66 Tabular value5. Computation using the formula for sample mean compared with population meantc =Substitute the given values in the formulatc(x-μ)√nS=F = 69= 72μn = 100S = 8.9HOW(69-72)√/1008.9tc = -3.376. Decision: Since t computed value of -3.37 is less than tabular value of 1.66.Therefore, we reject our null hypothesis (Ho).7. Formulate conclusion: The average life span today is greater than 72 years.

From the provided information, Sample size (n) = 28 Sample mean (x̄) = 26 Sample standard deviation…

After selecting a random sample of 28 people from a very large population, they want to determine if the average age of the sample is representative of the average age of the population. The mean age of the population is 33. From sample, the mean age is 26 and the standard deviation is 3.4. Is the mean age of the sample significantly different from the mean age in the population?