Brian is the general manager for a business. One of Brian's tasks is to assign extra projects to his employees. These extra projects are supposed to be assigned following a particular order. The extra projects result in additional pay, so the employees are concerned that the extra projects are assigned following the proper procedure. Errors do happen though. Brian makes an error once every 86 tasks that he assigns. If Brian were to assign 10 tasks, what is the probability that he would make 3 or more mistakes? (Round your answer to six decimal places.) When Brian was supposed to assign 10 tasks to Sonya, he DID make 3 mistakes. Was Sonya treated fairly? O yes O no What conclusions could you make about the three mistakes? Make sure to explain your conclusion thoroughly.

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