Примери за използване на What we now на Английски и техните преводи на Български
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Colloquial
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Official
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Medicine
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Ecclesiastic
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Ecclesiastic
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Computer
What we now call 480 p.
This is what we now expect.
Should upbringing diverge greatly from what we now know?
From what we now use.
Taylor wrote to Machin on 26 July 1712 stating what we now call Taylor 's theorem.
Хората също превеждат
They needed what we now call a central bank.
The next-generation sundial likely formed the first representation of what we now call the hour.
Which began what we now call.
But what we now have is a thousand times worse.
The opposite of what we now know is true.
What we now want to see is an acceleration in the race to prosperity.
Well, your gear is what we now call evidence, Owen.
What we now call Persia is not identical with the ancient empire designated by that name.
The new component was what we now know as hydrogen cyanide.
Riemann's thesis studied the theory of complex variables and,in particular, what we now call Riemann surfaces.
Oman is in what we now call the Middle East.
The establishments of the Byzantine Empire resembled the beginning of what we now know as modern hospitals.
He was describing what we now call static electricity.
In 1921, the federal Sheppard-Towner Maternity Act created the birth“registration” or what we now know as the“birth certificate.”.
After finding the differential equation,Bernoulli then solved it by what we now call separation of variables.
It contains pieces of what we now call stochastic calculus, including a version of Ito 's formula.
The collectivity of web pages constitutes what we now call the World Wide Web.
What we now present them in a more romantic form, and we began to think of them as individuals, and their ability to develop is now available to everyone.
No one believes that what we now have is sufficient.
He's much better known for his role in physics,where he was looking at the movement of particles within pollen grains, what we now call Brownian motion.
HTML is the foundation for what we now call the World Wide Web(WWW).
The first objection, made by Lagrange and Laplace in 1808,was to Fourier's expansions of functions as trigonometrical series, what we now call Fourier series.
This laid the foundation for what we now know as the World Wide Web(WWW).
He gave the conditions of a function to have an integral, what we now call the condition of Riemann integrability.