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16<br />

years. Obviously, pooling introduces a certain degree o error,<br />

but<br />

it heLps in making a graphical presentation of what had to be<br />

visualisod in a seven-dimensional space.<br />

Equations (3.1)<br />

and [3.2) can now be re-written as<br />

F3<br />

B<br />

TFR 15 + 20 --- ..... (3.3)<br />

W I<br />

W2<br />

1000<br />

CBR =- - - B I +3B4 + 2 )- ...<br />

P<br />

By showing B along the x-axis<br />

1 and B along the Y-axis,<br />

equations (3.3] and (3.4) represent two straight Lines,<br />

for given<br />

values of TFR and COR. (see I igure 3.1]. For the purpose of this<br />

graph, we a ssume a TFR target of 4.8 and a CBR target of 31 for<br />

1991. Values of W , W 2 and P for 1991 are taken from available<br />

projections.<br />

Small errors in these as well as those arising from<br />

the<br />

pooling of a ga- Uroups do not invalidate the main point of our<br />

argument in the present i Lluatration.<br />

Figure 3.1 shows that a CBR-tnrget of 31 can be satisfied<br />

only if the totaL number of live births in 1991 does not exceed<br />

.3514. On the other hand, a TFR-target of 4.8 is not so<br />

restrictive and it can be satisfied, for example, even if-totelbirths<br />

in 1991 are aa many as 4150, provided only that 2,90 0 of<br />

these bi rthE wilL be to women below 30 years of age. A<br />

simultaneous satisfaction<br />

of both the CBR and TFR targats wi LL be<br />

possible<br />

only if total births are 3514 of whom a majority will be<br />

to women over 30 years of ag. It will be shown in section 5 that<br />

the chances of this happening in 1<br />

a91 are<br />

very slim.

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