| Indicator | What it measures | Formula (per 1,000 population) |
|---|---|---|
| Birth rate (BR) | Number of live births in a year | \$\text{BR}= \frac{\text{Live births in a year}}{\text{Mid‑year total population}}\times1{,}000\$ |
| Death rate (DR) | Number of deaths (all ages) in a year | \$\text{DR}= \frac{\text{Deaths in a year}}{\text{Mid‑year total population}}\times1{,}000\$ |
| Net migration rate (NMR) | Difference between people moving in and out of a country in a year | \$\text{NMR}= \frac{\text{Immigrants}-\text{Emigrants}}{\text{Mid‑year total population}}\times1{,}000\$ |
| Natural increase (NI) | Population growth resulting from births and deaths only | \$\text{NI}= \text{BR} - \text{DR}\$ |
Population change = natural increase + net migration. Each component is influenced by economic, social, cultural, political and environmental factors.
| Factor | Why it varies |
|---|---|
| Birth rate |
|
| Death rate |
|
| Net migration |
|
Country B (mid‑year population = 20 million) records 360 000 live births and 140 000 deaths in 2022.
\$\text{BR}= \frac{360{,}000}{20{,}000{,}000}\times1{,}000 = 18\$
\$\text{DR}= \frac{140{,}000}{20{,}000{,}000}\times1{,}000 = 7\$
\$\text{NI}= 18 - 7 = 11\ \text{people per 1,000 population}\$
A larger proportion of people in the working‑age group can increase real GDP per capita (the “demographic dividend”), provided there is adequate investment in education, health and job creation. Conversely, an ageing population can depress per‑capita output unless productivity gains or immigration offset the decline.
• Broad base – many children → high birth rate, future labour‑force growth, high demand for education and child health.
• Rectangular (column‑shaped) – similar numbers across ages → low fertility, ageing society, pressure on pensions and health‑care for the elderly.
| Stage | Key characteristics | Typical BR & DR (per 1,000) | Development status |
|---|---|---|---|
| 1 – Pre‑transition | High birth & death rates; population stable. | BR ≈ 30‑40, DR ≈ 30‑40 | Very low‑income, limited health care. |
| 2 – Early transition | Death rate falls (better health); birth rate remains high → rapid growth. | BR ≈ 30‑35, DR ≈ 10‑20 | Low‑income moving towards industrialisation. |
| 3 – Late transition | Birth rate begins to fall (family‑planning, education). | BR ≈ 15‑25, DR ≈ 5‑10 | Middle‑income, urbanising. |
| 4 – Post‑transition | Both rates low; population growth slows or stops. | BR ≈ 5‑12, DR ≈ 5‑10 | High‑income, service‑based economies. |
Countries in stages 2‑3 can reap a “demographic dividend” – a large working‑age cohort relative to dependents. Realising the dividend requires:
| Country/region type | Typical birth rate (per 1,000) | Key development issues linked to the rate |
|---|---|---|
| Low‑income, high‑fertility (e.g., Sub‑Saharan Africa) | 30 – 45 | Rapid growth strains education, health, housing; difficulty creating enough jobs; pressure on natural resources. |
| Middle‑income, transitioning (e.g., India, Brazil) | 15 – 25 | Potential demographic dividend; need for skill development, urban infrastructure and decent employment. |
| High‑income, low‑fertility (e.g., Japan, Germany) | 5 – 12 | Ageing workforce, higher pension and health‑care costs, possible labour shortages; policies to attract migrants or raise fertility. |
Evaluation tip for students: weigh short‑term vs. long‑term effects, identify who benefits (women, low‑income families, the state), and discuss any unintended consequences.
Country A recorded 250 000 live births in 2023 and had a mid‑year population of 12 500 000.
\$\text{BR}= \frac{250{,}000}{12{,}500{,}000}\times1{,}000 = 20\ \text{births per 1,000 population}\$
In the same year, 120 000 deaths were registered.
\$\text{DR}= \frac{120{,}000}{12{,}500{,}000}\times1{,}000 = 9.6\ \text{deaths per 1,000 population}\$
Country A received 45 000 immigrants and 15 000 emigrants.
\$\text{NMR}= \frac{45{,}000-15{,}000}{12{,}500{,}000}\times1{,}000 = 2.4\ \text{net migrants per 1,000 population}\$
Using the BR and DR above:
\$\text{NI}= 20 - 9.6 = 10.4\ \text{people per 1,000 population}\$
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