Major rise in population...obviously.
this happens on a Sunday morning
"live births, deaths, fetal deaths, marriages and divorces"
It achieves what used to be called "ZPG" - zero population growth. Births and deaths are essentially equal. The population sustains itself where it is, but does not grow or shrink.
Worldwide, traffic deaths are around 1.3 million per year.
A percentage is a comparison between a part and a whole. The part [presumably] is the number of deaths in the US but the total is unclear. It could bethe population of the US so that the comparison is the mortality rate in the US,the number of deaths daily in the world so that the comparison is between the US and the world,the number of deaths in the US in a week/month/year so the comparison is between a specific day and a longer period.
The population decreases as they will be afraid that another eruption may ocur. The population may also decrease because of the ammout of deaths caused.
only two people survived this
a carrying capacity is the part of the population trend that has a stable trend with little to no changes making the population have a steady trend. its impact on populations has a major impact if the population is below the carrying capacity then deaths exceed births while if it is over then births exceed deaths.
this happens on a Sunday morning
Assuming that you understand the concept of the Death Note, then the deaths will be carried out as written.
limited resources
Populations have a Birth Rate (the number of young produced per unit of population per unit of time), a Death Rate (the number of deaths per unit of time), and a growth rate. The major agent of population growth is births, and the major agent of population loss is deaths. When births exceed deaths, a population increases; and when deaths exceed additions to a population, it decreases. When births equal deaths in a given population, its size remains the same, and it is said to have zero population growth. When introduced into a favorable environment with an abundance of resources, a small population may undergo geometric, or exponential growth, in the manner of compound interest. Many populations experience exponential growth in the early stages of colonizing a habitat because they take over an underexploited niche or drive other populations out of a profitable one. Those populations that continue to grow exponentially, however, eventually reach the upper limits of the resources; they then decline sharply because of some catastrophic event such as starvation, disease, or competition from other species. In a general way, populations of plants and animals that characteristically experience cycles of exponential growth are species that produce numerous young, provide little in the way of parental care, or produce an abundance of seeds having little food reserves. These species, usually short-lived, disperse rapidly and are able to colonize harsh or disturbed environments. Such organisms are often called opportunistic species. Other populations tend to grow exponentially at first, and then logistically-that is, their growth slows as the population increases, then levels off as the limits of their environment or carrying capacity are reached. Through various regulatory mechanisms, such populations maintain something of an equilibrium between their numbers and available resources. Animals exhibiting such population growth tend to produce fewer young but do provide them with parental care; the plants produce large seeds with considerable food reserves. These organisms are long-lived, have low dispersal rates, and are poor colonizers of disturbed habitats. They tend to respond to changes in population density (the number of organisms per unit area) through changes in birth and death rates rather than through dispersal. As the population approaches the limit of resources, birth rates decline, and mortality of young and adults increases.
Populations have a birth rate (the number of young produced per unit of population per unit of time), a death rate (the number of deaths per unit of time), and a growth rate. The major agent of population growth is births, and the major agent of population loss is deaths. When births exceed deaths, a population increases; and when deaths exceed additions to a population, it decreases. When births equal deaths in a given population, its size remains the same, and it is said to have zero population growth. When introduced into a favorable environment with an abundance of resources, a small population may undergo geometric, or exponential growth, in the manner of compound interest. Many populations experience exponential growth in the early stages of colonizing a habitat because they take over an underexploited niche or drive other populations out of a profitable one. Those populations that continue to grow exponentially, however, eventually reach the upper limits of the resources; they then decline sharply because of some catastrophic event such as starvation, disease, or competition from other species. In a general way, populations of plants and animals that characteristically experience cycles of exponential growth are species that produce numerous young, provide little in the way of parental care, or produce an abundance of seeds having little food reserves. These species, usually short-lived, disperse rapidly and are able to colonize harsh or disturbed environments. Such organisms are often called opportunistic species. Other populations tend to grow exponentially at first, and then logistically-that is, their growth slows as the population increases, then levels off as the limits of their environment or carrying capacity are reached. Through various regulatory mechanisms, such populations maintain something of an equilibrium between their numbers and available resources. Animals exhibiting such population growth tend to produce fewer young but do provide them with parental care; the plants produce large seeds with considerable food reserves. These organisms are long-lived, have low dispersal rates, and are poor colonizers of disturbed habitats. They tend to respond to changes in population density (the number of organisms per unit area) through changes in birth and death rates rather than through dispersal. As the population approaches the limit of resources, birth rates decline, and mortality of young and adults increases.
The number of births must be the same as the number of deaths in a population for a growth rate to be zero.
Demography from the greek 'Demos'
Romeo and Juliet are "a pair of star-crossed lovers . . . who, with their deaths, bury their parents' strife." We are told that before the play even starts.
The goldfields were places of fierce competition and absolutely no safety checks. They were characterised by dense populations crowded into fairly small areas. Yes, there were brawls and fights, particularly in the pubs, and there were deaths in unsafe mines. The Eureka Stockade led to the death of several hundred. Apart from that, there weren't many more deaths on the goldfields than there were in the cities, or working on the sheep and cattle stations in the bush or outback.