Weather stations on antarctica the company decides to adapt its design for the mars weather station for use in antarctica. conditions there are more favorable than on mars, and the company claims the probability of satisfactory performance in antarctica is 90%. the company builds and tests 100 prototypes in antarctica. what is the probability that the proportion of prototypes that perform successfully will be from 0.85 to 0.95, if the company’s probability of satisfactory performance in antarctica is correct? what sampling distribution(s) can we use to compute this probability?