P(Rain) = 0.4
P(No Rain) = 0.6
P(Rain on 3 out of 5 days) = 5C3x(0.6)^2x(0.4)^3 = 0.2304
P(Rain on 4 out of 5 days) = 5C4x(0.6)^1x(0.4)^4 = 0.0768
So P(Rain 3 or 4 out of 5 days) = 0.2304 + 0.0768 = 0.3072
tu hola
a machine has two parts the probability of failure of one parts in a given period of time is 0.06 the probability of failure of the other part in the same period os 0.08 what is the probability that the machine fails in that period of time ?
yes
THe factors are the same
This describes a Poisson Probability Distribution; the mean mu is 55. The requested probability is for greater than 75. The related link has a Poisson applet which was used to obtain the probability; p(>75) = 0.00419.
tu hola
a machine has two parts the probability of failure of one parts in a given period of time is 0.06 the probability of failure of the other part in the same period os 0.08 what is the probability that the machine fails in that period of time ?
Unlikely
Absolutely. Over a long period of several years, every given date has the same probability of a lunar eclipse as every other date of the year ... about 0.274 percent.
what exactly are you asking
0, since night is defined as the period from when the sun sets to when it rises. So even in the polar regions, the probability is zero - by definition.
It should look exactly as it does when you are not on your period.
The probability of conception if you only have sex during her period is very low - but not a guarantee.
What exactly are you asking? You do whatever you normally do.
is your period normally 4 to 5 days
It means that the motion of every molecule of a fluid is random and the location of all the molecules comprising the fluid, after a period of time, is a random event or a probability phenomenon.
exactly 1970 to 1980