c - usaid
c - usaid
c - usaid
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.36<br />
desirable. However, it is usefuL to note that negative values of<br />
R represent a shift from an inverted U-shaped distribution of<br />
CPR's in tho b %s a year towards a uniform distribution in the<br />
target year.<br />
W hen R = 0, the u* t I values represent anothar U-shaped<br />
curve, paralLel to the one depicting base year vaLuus.<br />
uc t)I<br />
The case of t he other ext rame vaLue R = --- 1 has already<br />
bean referred to above, since (4.13) than becomes identicaL with<br />
(4.12). In this case, each value of CPR in the target year is<br />
obtained by muLtiplying the corresponding ba rQ year vatue by tha<br />
some number [1+R! . Such a procedure can become unrealistic in the<br />
Long run. For example, the highest age-speci fic CPR vatue in<br />
1901 was 0.2740 (after adjustment) which would go up to nearly<br />
0.74 in the year 2001 by this formula. Such a concentration of<br />
effort in any particu Lar age-group calls for a mere weighty<br />
justification, based on a recent avaLuatian and not sirm ply<br />
because CPR in that age-group was high in thu base year.<br />
The upshot of the above reasoning is that if the agespecific<br />
CPR vaLuos, projected by formulas 4.12) or (4.131 fai l<br />
to achieve simultaneous consistency with TFR and CBR, then the<br />
direction as wa tt as the content of the entire family planning<br />
program should be scientifically evaluated. Such an evaLuation<br />
may be necessary for other reasons as well, but it should, among<br />
other things, help in identifying a strategy for bringing about a<br />
desired reduction in CBR.<br />
On theoretical considerations, we can say that the moot<br />
effective way of reducing CBR through contraception in to