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CHAPTER VI- MIXBI) PROBI.EMS.
125
of what was theriafter left); and the other (son) took the other half. (Find the number of fruits brought by the father.)
132} and 133;. A certain person weut (with flowers) into a Jina temple which was (in height) three times the height of a man. At first he offered ono (out of those flowers) in worship at the fout of the Jina and then offered in worship) one-third of the remaining number of flowers to the first height-meanitro of the Jina). Out of the remaining two-thirds of the number of flowers, ho conduce ted worship) in the filme manner in relation to the secondi leightmo'sure; and then loodud the same thing in relation to the third height-mensure also. The twi-thirds which remained at last wero also made into 3 equal parto by bim); and having worshipped the 24 tirthanikurax (with these parts at the rate of ciglit tir thunkurus for each part), he went away with 110 (flower), on hand. (Find out the number of lower's taken by him.)
Thus ends simple Kuttikar in this chapter on mixed problems.
*l'isema-kuttikini'n.
Hereafter we shall expound complex kullikura The rule relating to complex kuttikira :
134). The (given) divisor, (written down) in two placow, in to be multiplied (in each place; by an optionally chosen number; and tho (known) quantity given in the problem for the purposo of hoing alded is to be subtrarte (from the product in one of these places); and tho quantity given in the problem) for the purpose of boing subtracted is to be added to the product noted down in the othor place. The two quantities thus obtained aro) to bo divided by the known (coetficient) multiplier of the unknown
• The words Vipama and Bhinna lvre used in relation to Kuffikura hara obviourly the name meaning and refer to the fractional character of the dividend, quantities occurring in the problema contemplated by the rulo.