A treatise of algebra, in three parts. Containing

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mall

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mali alway berus than ,' cause thedisserenoe is a Ab ' Ἐκγ i it --ichrisat ways positive suppos that a pro sed surdconsistinios a rationa par A, an an irrationalpari coincides ii this, then A,

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est rationes divisor, Reaiave A, Q. 22, 2, and

Ex AMPLE IL

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In these operations i the quantit is a stae' tion, or sit pares have a common diviser, ou

ηomisator, or of the factor separalely. Thvsto attraci the ob mot of V i et ciat, this reduce to a common denominator is An the mota os the numerator

other.

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whole number A the sum of the oditerins villitie a rationa number an B, a sum of the term in the emen places, each of hicli involviman dii power,sr, ill besa rational number mutitiplied into the quadraticior Qq. 2. Letis, the exponent of the oot ought,be an odd number, as e may MMars suppose

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6 3o, rom his composition of the binomiar. - , e re te to ita resolution, as in the Degoire rute, by the steps. When Acis rasire Pandia' - aras a per seste