A filling station is supplied with gasoline once a week. If its weekly volume of sales in thousands of gallons is a random variable with probability density function. f(x) = {5(1 - x)^4 0 < x < 1 0 otherwise
What capacity should the tank have so that the probability of the supply being exhausted in any given week is 0.1?

Which of these would have been most likely to have been a carpetbagger during the reconstruction era? a) a new york businessman who relocated to mississippi b) a former slave who was able to buy land in birmingham c) a carolina-born politician who supported the democratic d) a former confederate officer who owned a farm in memphis eliminate