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CHAPTER III-PRACTIONS.
87
128. Tell me, friend, quickly the amount of the money romaining after subtracting from 6 x 1 of it, (the quantities) 9,7 and 9 as diminished in order by ,, and
Examples on Bhagapava ha fractions containiny dissociated
fractions. Alld }, , , & and; which aro (respectively) diminisbod by ,,, and of themselves in order; and (then) givo out (the result).
130. (Given) of a para diminished by A and of itself (in consecution); (similarly) diminished by, and of itself; & (similarly) diminished lay 3, 3 anil of itself; and another (quantity), viz., diminished by of itself-when these aro (all) added, what is the result?
131. If you huve taken paine, O friend, in relation to Bhigia pavila fractions, give out the remainder after subtracting from 1! (the following quantities): diminished (in rousaution) by , and) of itself; alsof (similarly) diminished by A, Land of itself; and (also) (similarly) diminished by A and f of itself.
Here, the role for finding out tho (ono) unknown olemment at the beginning in cach of a uumber of dissociated fractions, their num being given):
132. The optionally split up parts of th: (givell mum which aro equal (in number) to the intended) component cloments (thereof), when divided in order by the resulting quantitich arrived at by taking one to be the dissociated quantity (innlation to these component elements), give rise to the valac of the required) unknown (quautities in dissociation).
Examples in illustration thereof. 133. A certain fraction is diminished (in consecution) by 1, $ and l of itself; another fraction is similarly) diminished by t. * and of itself; and (yet) another is (similarly diminished by 2,
132. The working in similar to what has bech explained undur stupis No. 122.
