Definition of Third power

1. Noun. The product of three equal terms.

Exact synonyms: Cube
Generic synonyms: Number
Derivative terms: Cube

Third Power Pictures

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Lexicographical Neighbors of Third Power

third men
third molar
third normal form
third occipital nerve
third officer
third order stream
third ovary
third parallel pelvic plane
third parties
third party
third party processor
third penny
third period
third peroneal muscle
third person
third power (current term)
third rail
third rails
third rate
third sacker
third screen
third session
third slip
third slips
third sound
third stage of labour
third stomach
third string
third temporal convolution
third time's a charm

Literary usage of Third power

Below you will find example usage of this term as found in modern and/or classical literature:

1. The North American Arithmetic: Part Third : for Advanced Scholars by Frederick Emerson (1834)
"For example, if we divide the fifth power by the third power, the quotient is the second power; as 35-f-33=32: if we divide the ninth power by the sixth ..."

2. The North American Arithmetic ...: For Advanced Scholars by Frederick Emerson (1850)
"For example, if we divide the fifth power by the third power, the quotient is the ... What is the third power of 12? 2. Find the fourth power of 11. 4. ..."

3. The North American Arithmetic by Frederick Emerson (1851)
"ond power gives ihe sixth power; as 24 X22 = 26: the fourth power multiplied by the fourth power produces the eighth power; as 34 X 34 = 38: the third power ..."

4. Studies in History and Jurisprudence by James Bryce Bryce (1901)
"... but Burma was annexed because it toyed with France, and any negotiations by a third power with Afghanistan or Nepal would be resented by England. ..."

5. The Law of Nations Considered as Independent Political Communities by Travers Twiss (1861)
"... Law of Nations en- titled of Right to Safe Conduct whilst passing through ^ the territory of a third Power, on his way to or from the tem- the territory ..."

6. A Treatise on Algebra by William Smyth (1861)
"units and tens of a number are employed in forming the third power of this number. For this purpose designating the tens by a and the units by b, ..."

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