Examples of using Bernoulli in English and their translations into Polish
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Well, Bernoulli tells us it is.
You want real kick,you go Bernoulli.
Francesco Bernoulli is a sports car racer.
No wonder there's a crowd.-Francesco Bernoulli.
Francesco Bernoulli.- No wonder there's a crowd.
No wonder there's a crowd.-Francesco Bernoulli.
Francesco Bernoulli grew up racing on this course.
The air velocity increases at the narrowest part of the airways(Bernoulli effect) 2.
Francesco Bernoulli grew up racing on this course.
Energy in pipe flow is expressed as head andis defined by the Bernoulli equation.
Francesco Bernoulli.- No wonder there's a crowd.
He got to Europe in an airplane based on principles designed by Daniel Bernoulli in 1738.
Bernoulli rapids yoke.- How to make money on online casinos.
Sixten Jernberg, Swedish skier(b.1576)*1726- Nicolaus II Bernoulli, Swiss mathematician b.
Let Bernoulli know we will have his merchandise end of the week.
Independent repeated trials of an experiment with exactly two possible outcomes are called Bernoulli trials.
Did Bernoulli sleep before he found the curves of quickest descent?
And on satellite, a World Grand Prix competitor and one of the fastestcars in the world, Francesco Bernoulli.
Bernoulli sampling is therefore a special case of Poisson sampling.
This implies the following model, a Bernoulli process with p 1/2: Each child is either male or female.
The Bernoulli Distribution is the number of successes in a sequence of independent yes-no experiments.
Hydrodynamica(Latin for Hydrodynamics) is a book published by Daniel Bernoulli in 1738.
He lodged with Daniel Bernoulli with whom he often worked in close collaboration.
Bernoulli provides in this section solutions to the five problems Huygens posed at the end of his work.
The problem was invented by Daniel's cousin, Nicolas Bernoulli, who first stated it in a letter to Pierre Raymond de Montmort on September 9, 1713 de Montmort 1713.
Bernoulli normalizes the expected value by assuming that pi are the probabilities of all the disjoint outcomes of the value, hence implying that p0+ p1+…+ pn 1.
Ars Conjectandi, a seminal work on probability by Jacob Bernoulli, is published eight years after his death, by his nephew, Niklaus Bernoulli.
Daniel Bernoulli, an eighteenth-century Swiss scientist, discovered that as the velocity of a fluid increases, its pressure decreases.
Before the publication of his Ars Conjectandi, Bernoulli had produced a number of treaties related to probability: Parallelismus ratiocinii logici et algebraici, Basel, 1685.
Bernoulli was very proud of this result, referring to it as his"golden theorem", and remarked that it was"a problem in which I have engaged myself for twenty years.