A factory produces baseballs whose weights are normally distributed with mean 5.14 ounce and standard deviation 0.05 ounce. a. To be used in Major League Baseball game, a ball must weigh between 5.00 and 5.25 ounces. What proportion of the balls from this factory would meet these requirements? b. The owners of the factory have decided to donate any ball with a weight in the lower 5% of the distribution to the local little league. What is the cutoff weight for balls to be donated