Of the Resolution of Equations of the First Degree which contain more than one unknown Quantity

Leonard Euler

Chapter Chapter I in Elements of Algebra, 1972, pp 299-312 from Springer

Abstract: Abstract It has been shewn, in the First Part of these Elements, how one unknown quantity is determined by a single equation, and how we may determine two unknown quantities by means of two equations, three unknown quantities by three equations, and so on; so that there must always be as many equations as there are unknown quantities to determine, at least when the question itself is determinable.

Keywords: Infinite Number; Integer Number; Unknown Quantity; Arithmetical Progression; Great Common Divisor (search for similar items in EconPapers)
Date: 1972
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DOI: 10.1007/978-1-4613-8511-0_66

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