5-Endless Bliss Fifth Fascicle - Hakikat Kitabevi
5-Endless Bliss Fifth Fascicle - Hakikat Kitabevi
5-Endless Bliss Fifth Fascicle - Hakikat Kitabevi
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Here also, there are two cases:<br />
First case: If the shares remaining from the unreturned can<br />
be divided by the basis of the problem of return, for finding out<br />
the basis of the problem the least common multiple of the<br />
number of the returned and unreturned is multiplied by the<br />
denominator of the fard (share) of the unreturned.<br />
For example, if there is one wife, four grandmothers and six<br />
brothers or sisters uterine, when the wife gets the rubu’, three<br />
shares remain; the basis of the problem of the returned is the<br />
share of the grandmothers (6x1/6=1) plus the share of the<br />
brothers or sisters (6x1/3=2)=1+2=3. Since the remaining three<br />
shares can be divided by the basis of the problem of return,<br />
which is three, the basis of the problem becomes [12x4=48]<br />
forty-eight. For, the least common multiple of four, which is the<br />
number of the grandmothers, and six, which is the number of<br />
the brothers and sisters, is twelve. 48x1/4=12 shares fall to the<br />
wife, 1x12=12 shares to the four grandmothers — three shares<br />
to each — , and 2x12=24 shares to the six brothers or sisters—<br />
four shares to each.<br />
Second case: If, after the unreturned has gotten his (or her)<br />
share, the remaining shares cannot be divided by the basis of<br />
the problem of return, to find out the basis of the problem the<br />
basis of the problem of return is multiplied by the denominator<br />
of the unreturned’s fard, and the result is, again, multiplied by<br />
the least common multiple of the number of the returned and<br />
the unreturned.<br />
For example, supposing there are four wives, nine<br />
daughters, six grandmothers, the wives get the thumun and<br />
seven shares remain. And since the nine girls will get 6x2/3=4<br />
shares and the six grandmothers 6x1/6=1 share, the basis of<br />
the problem of return is 4+1=5. The remaining seven shares<br />
cannot be divided by five, which is the basis of the problem of<br />
return, so basis of the problem becomes [5x8x36=1440]<br />
fourteen hundred and forty, and the wives are given<br />
[1440:8=180] hundred and eighty shares, the daughters [(1440-<br />
180)x4/5=1008] one thousand and eight shares, the<br />
grandmothers [(1440-180)x1/5=252] two hundred and fifty-two<br />
shares; accordingly, each wife gets forty-five shares, each<br />
daughter gets [1008:9=112] hundred and twelve shares, and<br />
each grandmother gets [252:6=42] forty-two shares.<br />
Kadihân (rahmatullâhi ta’âlâ ’aleyh) says that if the spouse<br />
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