Examples of using This theorem in English and their translations into Spanish
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Official
It is now time to admire the power of this theorem.
In geometry, this theorem is important when working with right triangles.
Jörg Siebeck discovered this theorem 81 years before Marden wrote about it.
We prove this theorem by working in the noncommutative and commutative case.
The meaning of this theorem has been debated for 60 years;
π are direct corollaries of this theorem.
The proof of this theorem makes use of Hadamard's gap theorem. .
we will explain pattern 3 using this theorem.
This theorem is a tautology,
This theorem states that there are arbitrarily long arithmetic progressions of prime numbers.
This theorem was extended for terms of all orders by Lorentz in 1904.
We will try to apply this theorem to the Picard's operator.
I would suggest that this theorem by Quesnay is the axiom of modern governmentality.
This theorem is important because it allows for a separation of efficiency
Before the discovery of this theorem, it was not recognized that these two operations were related.
An extension of this theorem applies to any finite number of colours,
We can use this theorem to find the height of our equilateral triangle![3] 3.
Learning this theorem won't be very complicated if we have some basic knowledge of math.
This theorem implies that flat space-time is stable,
In general, by replacing constants with locally constant functions, we can extend this theorem to disconnected domains.