Subjective based on information given
It's the probability that I will take another breath of air, or the probability that tomorrow will come, or the probability that the moon will go through all its phases for the next month.
One doesn't have to be at any specific angle to see a rainbow. What is Dependent on seeing the rainbow is the location of the rain, and sun relative to you. The sun is always behind a rainbow when seen. So you would be in front of the rainbow, rain, and the sun. Also, No two people see the same rainbow unless a picture or video was taken of the rainbow.
Yes it can. E.g there may be a probability it may rain tomorrow. See, negative. Negative probability is like an opinion of your own except probabilities aren't opinions, anyway you get what I mean.
Because the earth blocks you from seeing the full circle. You can use a misting garden hose to make a rainbow, and you'll see it's a full circle.
rainbow give us the hope of tomorrow. while seeing a rainbow we should remember the promise of god
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
If you mean 43%, then the probability that it will not snow is 57%, 0.57 or 57/100.
There are 7 days in a week. One of those is Sunday. Therefore the probability at any given time that tomorrow will be Sunday is 1/7.
Subjective based on information given
It's the probability that I will take another breath of air, or the probability that tomorrow will come, or the probability that the moon will go through all its phases for the next month.
There is a 70% chance it will not rain tommorrow! There is a 70% chance it will not rain tommorrow!
100% 1 out of 1 1/1
Of course not. Seeing a rainbow is a happy sight. Consider yourself lucky to be able to enjoy the wonders of nature.
To find the probability that it will rain both today and tomorrow, you multiply the individual probabilities: 0.60 (chance of rain today) * 0.40 (chance of rain tomorrow) = 0.24 or 24%. Therefore, there is a 24% chance that it will rain both today and tomorrow.
You can't.
The answer depends on whether you seeing them - in passing - is enough to qualify as seeing them or whether you actually need to meet with them. If you do need to meet with all twelve and are meeting them only one at a time, then the probability is 0. If you can call group meetings, the probability can be raised to 1.