I Question 4 v Suppose that a density function is given by the formula Ea: if 0 g a: S 6 f(- The life (in months) of a certain computer component has a probability density function defined by 1 it?) = Ee'f for x in [0, 00). Find the probability that a component randomly selected will last between 14 and 21 months? 0 Question 6 v E 0/2 pts '0 1 Suppose it is known that, on average, 3 customers per minute visit your website. This being the case, you know that the integral f 36 _ 3tdt I) will calculate the probability that you will have a customer visit in the next m minutes. What is the percent probability that a customer will visit your website in the next 40 seconds? [Give your answer correct to the nearest tenth of a percent] :% 00 What is f 353%? I] :96 What does this value mean in the context of the story? | Select an answer v