A frozen pizza manufacturer needs to make 9 inch pizzas. Their machine that makes the dough is set to make a pizza with a diameter of 9.1 inches, but it is known that the distribution of pizza diameters has roughly a normal distribution with a mean of the setting of 9.1 inches and a standard deviation of 0.09 inches. If people measure their pizza and get less than 9 inches they may complain. Find the percentage of pizzas that are less than 9 inches based on the given information.
_____ percent of pizzas that are made below 9 inches.
Round the z-score to two decimal places if needed. Round your answer to two decimal places after converting to a percent. Do not include the % sign in your answer.
