# Rate of natural increase

Natural increase in population per 1000 people, from the CIA World Factbook, 2010

Within the study of demography, the rate of natural increase (RNI) is classified as the crude birth rate minus the crude death rate.[1]

This rate gives demographers an idea of how a certain country's population is growing. RNI excludes in-migration and out-migration, giving an indication of population growth based only on births and deaths. RNI can indicate what stage of the Demographic Transition Model (DTM) a country is in. Trends in RNI can predict a country's economic stability, level of development, and other things.[2]

The DTM explains how countries move between being a developing nation to a developed nation. A country's RNI can help determine which stage of the DTM they are in. This in turn helps policy makers and non-profit organizations, like the United Nations, determine how to allocate aid and resources. Developing countries typically have higher RNI values as they have limited infrastructure and access to healthcare which limits them to unregulated fertility levels. These countries also have higher incidence of disease and poor health outcomes leading to more deaths on top of the already high fertility. Developing countries are therefore in the earlier stages of the DTM with high fertility levels. This leads to developing countries to have high rates of natural increase. Developed countries have lower RNI values because they are usually more technologically advanced and have the necessary steps put into place to limit fertility. They also have better access to healthcare and the resources necessary to combat disease. Developed countries are there in the later stages of the DTM with low fertility levels. This usually results in developed countries having lower RNI values.[3]

## Formula[]

The formula used to calculate RNI by demographers is as follows:

[(Births in a year or Crude Birth Rate − Deaths in a year or Crude Death Rate) ÷ Total Population at the Start of the Year] × 100 = RNI

The result of this equation is usually reported as a percentage.

An example of this calculation would be as follows:

[(1,600,550 births − 900,234 deaths) ÷ 32,504,906 total number of people in the population] × 100 = 2.15% RNI

## Effects on RNI[]

The RNI of a certain country can be shaped by government policy and a country's infrastructure.[4] Policies can either encourage an increase in birth rates or discourage an increase in birth rates. For example China's one child policy was made to decrease birth rates therefore decreasing the RNI.[5] A country with a good infrastructure to support families, women's health, and maternal/child health would likely have lower death rates from infant or maternal mortality.