Yes. It will rain tomorrow. Possibly not where you are, but somewhere.
Will on rain tomorrow in Bethesda
The probability that it will rain today and tomorrow is the multiplication of the probabilities of it raining both days. That is 0.6 X 0.4 = 0.24 So there is a 24% chance that it would rain both days.
clear skys and rain y....
yes and there will be scattering of thunder stroms as well high 29c, low 23c
If it rains, then it rains. If it rains, things on the street will get wet and anything not protected from the rain will get soaked or wet.
Good question. The public perceives the statement with several meanings -- 45% of the weather forecast area will see rain tomorrow; the probability of rain in any region covered in the forecast is 45% tomorrow; "it might rain tomorrow"; 45 out of 100 (almost 50:50) cases that tomorrow we shall see some participation, based on today's weather conditions and what happened in the past; etc. Which is correct?I suggest reading the related links. Also read the books by Professors Edward Burger and Michael Starbird.==============================No. It means there's a forty five per cent change of rain. ========================================== When a weather forecast says that there is 'a forty five percent of chance rain,' that means neither that it will rain nor that it will not rain. It certainly indicates that rain is possible, however, and that the chances are almost 50/50 either way. Weather forecasting is not and never will be an exact science. Weather is highly variable at the best of times. All that a meteorologist can do is analyze data, apply it to various models, and make an educated guess. Nevertheless, weather forecasting is much more accurate today than it has ever been before. A 45% chance of rain is really saying that there is a reasonably good chance that you might experience rain. Based on that information, you can decide if you should take an umbrella with you.
why it would be rain tomorrow i thing but today they were rain and then tomorrow it would be the same thing..
There is a 70% chance it will not rain tommorrow! There is a 70% chance it will not rain tommorrow!
It is 1 - prob(it does not rain today and tomorrow)= 1 - prob(it does not rain today)*prob(it does not rain tomorrow) = 1 - [1- prob(it does rain today)]*[1 - prob(it does rain tomorrow)] = 1 - [1 - 0.8]*[1 - 0.5] = 1 - 0.2*0.5 = 1 - 0.1 = 0.9
will it rain today,tomorrow,in january or when?!?!??!?!?!?!?!?!
no we have not :)
Probably not
LetA= rainP(A)=0.38LetA'= not rainP(A') =1 - P(A)=1 - 0.38=0.62so probability of it will not rain tommrow is 0.62
today or tomorrow
The probability that it will rain today and tomorrow is the multiplication of the probabilities of it raining both days. That is 0.6 X 0.4 = 0.24 So there is a 24% chance that it would rain both days.
0.20 + 0.80*0.80
You didn't insert the date when you posted that -so who knows. - It rarely rains in Oman except in January and August.
To change a declarative sentence into a question, you typically reverse the order of the subject and the verb, add an appropriate question word (like who, what, where, when, why, how), and use a question mark at the end. For example, "You are coming" becomes "Are you coming?" Adding an auxiliary verb like "do," "does," or "is" may also be necessary depending on the tense of the original sentence.