The phrase "medium probability" is a correct and usable part of a sentence in written English.
It is typically used to describe something that has a moderate likelihood of happening or being true. Example: There is a medium probability that it will rain tomorrow, according to the weather forecast. The phrase "medium probability" can also be used in scientific or statistical contexts. Example: Our study found a medium probability of success for this new drug in treating the disease. Overall, this phrase can be used whenever you want to convey a level of likelihood that is not high or low, but somewhere in the middle.
South Africans now check electricity reports that read like weather forecasts: "There is a medium probability of load shedding today and tomorrow, with a higher probability on Thursday and Friday," said a recent Eskom tweet.
With regard to checking the data, we classified the probability of failures into three levels of magnitude: L (Low), in which a breakdown may occur with a low probability in a fixed period of time; M (Medium), in which a breakdown may occur with a medium probability in a fixed period of time; H (High), in which a breakdown may occur with a high probability in a fixed period of time.
For the medium probability trials, the proportion of hard-task choices correlated inversely with Chapman Anhedonia score, BDI melancholy items and reported negative affect.
Across all subjects, proportion of hard-task choices for medium probability trials were moderately correlated with proportion of hard-task choices for both high probability (r = .31, p<.05) and low probability trials (r = .31, p<.05).
For each item, medium probability "to say yes" had to be ensured [ 34].
A medium probability was seen for atypical digestive symptoms (S4-S6) and for sleep disorders.
Thus, solutions A and B are optimal at extreme and medium probabilities, respectively.
The monophyly of Ignisphaera aggregans + Pyrodictiaceae also cannot be rejected by the AU, NP, and KH tests because of their medium probabilities (P = 0.313, 0.212, and 0.219, respectively).
If each user i attempts to access the medium with probability p i, then the probability of successful transmission of user i will be p i ∏ j ≠ i ( 1 − p j ).
When restricting our analysis to examine only those trials for which the hard-task reward value was greater than $3.50, we found that trait anhedonia was a significant predictor for medium (50%) probability trials (b = −.054, p = .001), but not for high probability (b = −.006, p = ns) nor low probability trials (b = −.026, p = ns) (Figure 3).
This image is deemed having high (9) impact and importance and medium (6) probability.
