Presentation is loading. Please wait.

Presentation is loading. Please wait.


Similar presentations

Presentation on theme: "CHARACTERISTICS OF POPULATIONS SBI4U POPULATION DYNAMICS."— Presentation transcript:



3 WHAT IS A POPULATION? Population: a group consisting of members of the same species that live together in a certain area at the same time Populations live in a particular habitat, that provides them with the resources they need Community: consists of all populations of all species that live and interact in the same area Ecosystem: A community plus it’s abiotic environment Population Dynamics: the study of changes in populations

4 TERMINOLOGY Brainstorm with your lab partner to define the following terms in your own words AND provide an example. Population size ( N ) The number of individuals of the same species living within a specific geographical area. Population density (D p ) Number of individuals of the same species that occur per unit of area or volume.


6 How did you estimate the number of daisies? Did you try to count them all? Or did you use another method? We need a quantitative estimate for the number of daisies – it doesn’t have to be perfect but it should be as close as possible to the real number. Write your first estimate down, then try again, seeing if this will help…


8 How did you use the grid to estimate the number of daisies? Did it help? There are 78 daisies If you were asked to count the number of daisies in the school field, it would be impractical to count each one. How could you use the grid method to get an accurate, reproducible estimate? Make a rough plan. Use your plan to make an estimate for the next field:


10 There were 103 daisies in the field. How close were you? Your plan should have involved the following steps: Select at least three quadrats and count how many daisies are in each (eg 4, 8, 3) Add them to get a total and divide by the number of samples to find the mean number of daisies per quadrat (4 + 8 + 3 = 15. 15/3 = 5 daisies per quadrat) Multiply the mean by the number of quadrats that would fit into the field to get your estimated total number of daisies. (5 x 20 = 100 daisies estimated in the field)


12 Characteristics of Populations – Population Density Who cares how big or dense a population is? The density of a population can be related to how healthy the population is. We will talk about this and what influences population size/density in more detail later.....

13 MEASURING POPULATION SIZE AND DENSITY How do we determine the human population? Can we use the same methods with other species? Why or why not? Instead of counting individuals in a populations inefficiently, ecologists estimate population size by studying smaller samples  extrapolation 3 methods: Transects Quadrats Mark-Recapture

14 TRANSECTS Transect – a long line or narrow area used for population sampling 1.Researchers choose a line of specific length (i.e. 100m) 2.Walk along the line and count number of individuals of each species being monitored within the area For sessile organisms – within 1m Mobile organisms – within 50m Example:

15 TRANSECTS Useful for: 1.low population densities or 2.larger organisms like trees

16 QUADRATS Quadrat – a box used to sample a population 1.Location is chosen at random 2.Quadrat is drawn  area can be large or small depending on size of species under study ( A ) 3.Number of individuals are counted within quadrat boundaries ( N )

17 QUADRATS Information can be used to calculate population density: D P = N / A Sample Problem: Ecologists are sampling the distribution of flowering white trillium plants in a section of forest covering 100m x 100m (so what is the area)? They place four 1m by 1m quadrats randomly They find 5, 4, 3, and 1 individuals in the four quadrats Calculate the population density

18 QUADRATS The calculated population density can be used to determine the estimated population size Estimated Population Size = D P x total study area What is the estimated population of trilliums?

19 QUADRATS What type of species do you think this method would be most useful for? Useful for: 1.Sessile organisms or 2.Organisms with low motility

20 MARK-RECAPTURE 1.Animals are captured 2.Then, marked with a tag/collar/band 3.Released back into their habitat 4.Recaptured at later time (days/weeks)  Watch this captureWatch this capture Data is used to estimate the population size according to the following formula: Population size ( N ) = M (number originally marked) x n (total individuals in recapture)/ m ( marked individuals in recapture)

21 MARK-RECAPTURE Sample Problem 1 A group of researchers captured 20 warblers, which were marked with leg bands. They were released soon after. One week later, 50 warblers were captured. Of the 50 birds, 10 had bands on them. What would be their estimated population size?

22 MARK-RECAPTURE What type of species do you think this method would be most useful for? Useful for: Highly mobile populations

23 Population Dispersion Dispersion:The population dispersion for a species is the pattern in which individuals in a population are distributed or spaced throughout an area. Often related to density Clumped Dispersion: occurs when individuals are concentrated in specific parts of the habitat Often due to patchy resource distribution May be social benefits ie. schooling fish

24 Population Dispersion Uniform Dispersion: Individuals are spaced evenly throughout the habitat Often due to intense competition. Eg. Nesting, feeding or mating territoriality, toxins released by plant roots

25 Population Dispersion Random Dispersion: The population is spread out in an unpredictable manner that is unrelated to the presence of others Least common and hardest to observe Resources are not often distributed randomly

26 DONE!

27 HOLD UP! DISPERSAL PATTERNS 1.Resource distribution is uniform 2.Resource distribution is clumped 3.Resource abundance varies 4.Resource abundance is scarce 5.Resource abundance is abundant 6.Interaction between members of a population is positive 7.Interaction between members of a population is negative 8.Interaction between members of a population is random.


Similar presentations

Ads by Google