- #1
conrad dunk
- 7
- 3
Getting ahead with my S1 & S2 for my further maths mods next year, really stuck on this particular question, as there is no such successive trials etc, please help me solve, so i can make some actual sense of what the hell is going on! Cheers,
roughly that the portion of families with
access to clean drinking water is equal to 0.55. Find the probability that of a
sample n, over 40% will have clean drinking water i n=6 binomial
distribution, and ii n=600 Gaussian distribution
roughly that the portion of families with
access to clean drinking water is equal to 0.55. Find the probability that of a
sample n, over 40% will have clean drinking water i n=6 binomial
distribution, and ii n=600 Gaussian distribution