Sahana in Boston is conducting a study for SCC Inc to see if the probability of contracting a new virus strain this year (Strain 83PQ63-3375-2) is significantly more than 0.28, at a significance level of a = 0.05. Sahana obtains a relevant random sample of size n = 222 in which there are 84 people who contracted the new virus strain this year. Perform an appropriate hypothesis test to help Sahana make a statistically correct conclusion. Be sure to define your variable(s) _ in Step 1. . Cleary label and show all four steps of the test. Be sure you check conditions completely. . Show all calculations for your sample proportion and test statistic and include proper notation for both. Do not use StatCrunch to get these. Round both to four decimal places. . Use only the standard normal table to calculate your p-value. Do not use StatCrunch to get the p-value. Clearly write your steps with probability notation. . If your sample fails the conditions (Step 2) make a note in your work and continue with your hypothesis test as though it did pass the conditions. . Write your conclusion (Step 4) in a complete sentence , using the context of the problem. Upload your work