Translation for 'arithmetic series' from English to Slovak

arithmetic series

aritmetický rad {m}mat.

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arithmetic

aritmetický {adj}

aritmetika {f}mat.

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arithmetic mean

aritmetický priemer {m}mat.štatist.

arithmetic average

aritmetický priemer {m}mat.štatist.

arithmetic operation

aritmetická operácia {f}mat.

arithmetic sequence

aritmetická postupnosť {f}mat.

arithmetic progression

aritmetická postupnosť {f}mat.

arithmetic operator

aritmetický operátor {m}mat.

series

séria {f}

seriál {m}R+TV

rad {m}chém.mat.

actinium series

aktíniový rad {m}chém.

arithmetical series

aritmetický rad {m}mat.

Lyman series

Lymanova séria {f}fyz.

series of strata

súvrstvie {n}geol.

• In 1943, the company published its "Progress in Arithmetic" series.
• The name geometric series indicates each term is the geometric mean of its two neighboring terms, similar to how the name arithmetic series indicates each term is the arithmetic mean of its two neighboring terms.
• The sum of a finite arithmetic progression is called an arithmetic series.
• ... 12) the Chinese remainder theorem, perfect numbers and Mersenne primes as well as formulas for arithmetic series and for square pyramidal numbers.
• An otonality corresponds to an arithmetic series of frequencies, or lengths of a vibrating string.

• In Indian mathematics, particular instances of arithmetic series have been found to implicitly occur in Vedic Literature as early as 2000 B.C.
• Among his accomplishments are the introduction techniques for solving certain types of algebraic equations using a numerical algorithm (equivalent to the 19th century Horner's method) and for finding sums of arithmetic series.
• ... Jaud) that for specific reflection angles along the circle boundary the associated area division sequence is given by an arithmetic series.
• Only the "Ray's Arithmetic" series (1834–1913) matched it in popularity, written by a colleague of McGuffey's and begun in 1834.
• Stifel explicitly points out, that multiplication and division operations in the (lower) geometric series can be mapped by addition and subtraction in the (upper) arithmetic series.