You and a group of friends wish to start a company. You have an idea, and you are comparing startup incubators to apply to. (Start up incubators hold classes and help startups tto contact venture capitalists and network with one another) Assume funding is normally distributed. Incubator A has a 70% success ratio getting companies to survive at least 4 years from inception. The average venture funding of the 57 companies reaching that 4 year mark, is 1.3 million dollars with a standard deviation of 0.6 million Incubator B has a 39% success ratio getting companies to survive at least 4 years from inception. The average venture funding of the 40 companies reaching that 4 year mark, is 1.9 million dollars with a standard deviation of 0.55 million a. Are the success ratios significantly different? a. Are the assumptions met? If so: i. Do the test in canvas ii. Calculate the test using the normal approximation b. Is the average funding in incubator B significantly different? (use a=0.01) i. Use the normal approximation, assume standard deviations are the same!