Read the below question, then, on a separate sheet of paper, answer each of the following questions: 1. Write your hypothesis 2. Calculate your z value 3. Use the appropriate table to locate the value of z 4. Check your assumptions and write your your conclusion in the appropriate manner described in lecture 5. Then, take a photo/scanned copy of their completed sheet and submit it using the link below. Please only use common submission types (JPG, PNG, PDF, etc.). Question: A herd of 1,500 steers was fed a special high-protein grain for a month. A random sample of 40 were weighed and had gained an average of 6.7 pounds. If the standard deviation of weight gain for the entire herd is 7.1, what is the likelihood that the average weight gain per steer for the month was at least 5 pounds?

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