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GANITASĀRASANGRAHA.
on a mango tree; of thu remainder as multiplied by that same ( part of that same remainder), as also (the remaining) fourteen (peacocks) were found in a grove of tamāla trece. How many are they (in all)?
60. One-twelfth part of a pillar, as multiplied by o part thereof, was to be found under water ; b of the remainder, an multiplied by thereof, was found (buried) in the mire (below); and 20 hastas of the pillar were found in the air (above the water). O friend, you give out the measure of the length of the pillar.
Hore onds the Bhāyasamvarya variety.
The rule relating to the Aviso carga variety of miscollaneous problems on fractions), characterised by the subtraction or addition (of known quantities) :--
61. ('Take) the ball of the denominator (of the specified fractional part of the unknown collective quantity), as divided by its own (rolated) muncrator, and as increased or diminished by the (given) known quantity which is subtracted from or added to (the specified fractional part of the unknown collective quantity). The squaro root of the square of this (resulting quantity), an diminished by the square of (the abovo known) quantity to be subtracted or to be added nud (also) by the known romainder (of the collective quantity), when added to or subtracted from the square root (of the square quantity mentioned above) and thon divided by the (spocified) fractional part (of the unknown collectivo quantity), gives tho (required) valno (of the unknown collective quantity).
Examples of the minus rariety. 62. (A number) of buffaloes (equivalent to) the square of (of tho whole hord) minus 1 is sporting in the forcst. The
61. Algebraioally,
-={+N ( + )" -.-a + ( + ) } = ".. This vulua is obtained from the equation :-( Fa) - « = , where d in thu given known quantity.
