t was calculated that the floods were caused by a rainfall of 2,200 mm. Based on the given information, what is the probability that the state will receive more than 2,200 mm of rainfall in this period?3.5%4.8%1.2%6.7%

From historical data, it was found that the rainfall received by Kerala in the month of August was normally distributed with a mean of 1,600 mm and a standard deviation of 400 mm. Let’s suppose that floods are caused when the rainfall in August exceeds 2,400 mm. What is the probability that the state would experience a flood?

The annual precipitation data of a city with mean = 1000 mm and standard deviation = 200 mm. The probability that the annual precipitation will be more than 1200 mm is:Question 21Select one:a.>50%b.75%c.25 %d.<50 %

Now, let's suppose the National Disaster Management Authority (NDMA) wants to start evacuating people from low-lying regions if the rainfall in August exceeds 2,000 mm. What is the probability that the NDMA would undertake evacuation activities? (µ = 1,600 mm and σ = 400 mm)

On any given day, the probability that it will rain on the island of Sokatoa is estimated to be0.35 . The daily weather is observed on Sokatoa over the course of one month ( 28 consecutivedays).X is the random variable ‘number of days on which it rains’.a Find the probability that it rains on 14 days in total. (2)b Find the largest value of q such that ( ) 0.9P X q≤ < (3)c Given that it rains on 14 days in total, find the probability that it rains on seven days duringthe first two weeks and seven days during the second two weeks.

Half (50%) of all rainy days start out cloudy.  40% of all days start out cloudy.  It ends up raining only 10% of the time.  If the morning is cloudy today, what is the chance that it will rain today?8%12.5%2%80%25%