Mean age at birth: Difference between revisions

Revision as of 01:22, 1 December 2013

Definition

For all births

The mean age of childbearing (MAC) in a given population over a given time interval is the arithmetic mean of the ages of mothers giving live births at the time of the live birth, for all live births that occur within that time interval.

For births at a given birth order

Suppose $i$ is a positive integer. The mean age of $i^{th}$ childbearing, denoted $MAC_{i}$ , for a given population in a given time interval is the arithmetic mean of the ages of mothers giving live births at the time of the live birth, for all live births that occur within the time interval at birth order $i$ .

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 ===For all births===
-The '''mean age of childbearing''' ('''MAC''') in a given [[population]] over a given time interval is the [[arithmetic mean]] of the ages of mothers giving [[live birth]]s at the time of the live birth, for all live births that occur within that time interval.
+The '''mean age of childbearing''' (''MAC'') in a given [[population]] over a given time interval is the [[arithmetic mean]] of the ages of mothers giving [[live birth]]s at the time of the live birth, for all live births that occur within that time interval.
+===For births at a given birth order===
+Suppose <math>i</math> is a positive integer. The mean age of <math>i^{th}</math> childbearing, denoted <math>MAC_i</math>, for a given population in a given time interval is the [[arithmetic mean]] of the ages of mothers giving [[live birth]]s at the time of the live birth, for all live births that occur within the time interval at [[defining ingredient::birth order]] <math>i</math>.