Statement-based probability estimates for "getting sick from buying live chickens" indicated that 34%31%37%37%) of respondents considered that they would "never" or were "very unlikely" to get sick from buying live chickens, while 27%24%30%30%) thought it was "unlikely," 24%21%27%27%) "chances are even" and 15% (13%17%%) "likely" or "very likely".
To avoid potential bias due to time-related differences in the probability of getting authorisation, for each authorised product, a random sample of up to two designated products from the same time period (120 days before to 120 days after) as the designation date of the authorised product was selected.
The probability of getting a job for these applicants was 64%% lower than for applicants who were younger than 30 years of age.
Furthermore, (Rosenbaum and Rubin 1983) noted that an additional condition was needed, common support: If we define P x) as being the probability of getting treatment (T) for an individual with characteristics x, then the common support condition requires 0 < P x) < 1, ∀x.
Operations with a higher ASI have a higher probability of getting higher values for variable pain.
For example, the probability of getting 62 or more heads is about 1% and the corresponding p-value = 0.01.
If we would type everybody, we would obtain a distribution of the Likelihood Ratio for which the probability of getting a LR>1 is almost 20% and the probability of getting LR>3 almost 8%.
The probability of getting the correct triplet, for example, the start codon methionine or ATG, in a single attempt (or winning the "jackacid"), is equal to one in 64, or one divided by 4 × 4 × 4 (i.e., the total number of possible nucleotides per position multiplied by itself three times).
In order to find the probability of getting some maximal score for a BM on an Alu sequence we produced 100,000 random 281 bp long sequences, of di-nucleotide distribution similar to that of the AluSx consensus sequence.
We used CIF to estimate the probability of getting a THA, adjusted for the competing risk of death, by means of an illness death model with three states corresponding to "healthy", "diseased" and "dead".
For three of the four keys, the probability of getting a large bonus was 80% in the easy game and 8% in the hard game.
