Created by Titas Mallick
Biology Teacher • M.Sc. Botany • B.Ed. • CTET (CBSE) • CISCE Examiner
Created by Titas Mallick
Biology Teacher • M.Sc. Botany • B.Ed. • CTET (CBSE) • CISCE Examiner
Note on Organisms and Population
A population is defined as a group of individuals of the same species living in a well-defined geographical area, sharing or competing for similar resources, and potentially interbreeding. For example, all the teakwood trees in a forest, all the rats in an abandoned dwelling, or all the lotus plants in a pond constitute a population.
Populations have certain characteristics or attributes that an individual organism does not. These include:
Population Density:
Sex Ratio:
Natality (Birth Rate):
Mortality (Death Rate):
Growth Models:
The size of a population changes depending on food availability, predation pressure, and adverse weather conditions.
The change in population density (N) over time (t) is given by:
dN/dt = (b + i) - (d + e)
Where: b = birth rate, i = immigration, d = death rate, e = emigration.
a. Exponential Growth Model:
dN/dt = rNN = Population size, t = Time, r = Intrinsic rate of natural increase.r value is a measure of the maximum potential for population growth under ideal conditions.Nt = N0 * e^(rt)Nt = Population density after time t, N0 = Population density at time 0, r = Intrinsic rate of natural increase, e = Base of natural logarithms (2.71828).b. Logistic Growth Model:
The Ceiling of Growth The Carrying Capacity (K) is the maximum population size that a particular environment can sustain. Once a population reaches K, growth effectively stops as deaths and emigrations balance out births and immigrations.
dN/dt = rN * ((K - N) / K)K = Carrying capacity.Species interact with each other in various ways within a community. These interactions can be beneficial, detrimental, or neutral to one or both species involved.
Mutualism (+/+):
Competition (-/-):
Predation (+/-):
Parasitism (+/-):
Commensalism (+/0):
Amensalism (-/0):
/Class-12/Unit_5_Chapter_1_Organisms_and_Populations.mdx