# Primes Sentence Examples

- In 1717 Abraham Sharp published in his Geometry Improv'd the Briggian logarithms of numbers from 1 to 100, and of
**primes**from 100 to 1100, to 61 places; these were copied into the later editions of Sherwin and other works. - In the old times the grand-prince was simply
**primes**inter pares among the minor princes, and these lived with their boyars almost on a footing of equality. - The seventh article provided that bountied sugars (sucres
**primes**) must be excluded from import into the territories of the signatory powers, by absolute prohibition of entry or by levying thereon a special duty in excess of the amount of the bounties, from which duty sugars coming from the contracting countries, and not bountyfed, must be free. - For square measure 12 square inches = I superficial prime, 12 superficial
**primes**= I square foot; while for cubic measure 12 cubic inches = I solid second, 12 solid seconds = I solid prime, 12 solid**primes**= I cubic foot. - When an area has been calculated in terms of square feet,
**primes**and square inches, the**primes**and square inches have to be reduced to square inches; and similarly with the calculation of volumes. - His best-known papers, however, deal with prime numbers; in one of these (" Sur les nombres premiers," 1850) he established the existence of limits within which must be comprised the sum of the logarithms of the
**primes**inferior to a given number. - His table gives the logarithms of all numbers up to 2200, and of
**primes**(and also of a great many composite numbers) from 2200 to 10,009, to 48 decimal places. - His method of finding the logarithms of the small
**primes**, which consists in taking a great number of continued geometric means between unity and the given**primes**, may be described as follows. - All the great rivals of Abdalmalik having now disappeared, he was no longer like his predecessors
**primes**inter pares, but dominus. - Factors,
**Primes**and Prime Factors. - Thus 2, 3, 5, 7 and I I are
**primes**, for each of these occurs twice only in the table. - The number r is usually included amongst the
**primes**; but, if this is done, the last paragraph requires modification, since 144 could be expressed as 1.2 4.32, or as 1 2.2 4.3 2, or as IP. 2 4.32, where p might be anything. - As has been stated, Abraham Sharp's table contains 61-decimal 10 b= log 24 = - log (1-160) d =10g 49 = - log (1-160) 17253 8 35 62 21868 Briggian logarithms of
**primes**up to I ioo, so that the logarithms of all composite numbers whose greatest prime factor does not exceed this number may be found by simple addition; and Wolfram's table gives 48-decimal hyperbolic logarithms of**primes**up to 10,009.