1 / 31

Studying Human Population

Studying Human Population. Demography. Def: Study of human populations. Properties of Populations. Density : The number of individuals per unit area or volume. Properties of Populations. Dispersion : Is the relative distribution or arrangement of individuals within a given amount of space.

lalasa
Download Presentation

Studying Human Population

An Image/Link below is provided (as is) to download presentation Download Policy: Content on the Website is provided to you AS IS for your information and personal use and may not be sold / licensed / shared on other websites without getting consent from its author. Content is provided to you AS IS for your information and personal use only. Download presentation by click this link. While downloading, if for some reason you are not able to download a presentation, the publisher may have deleted the file from their server. During download, if you can't get a presentation, the file might be deleted by the publisher.

E N D

Presentation Transcript


  1. Studying Human Population

  2. Demography • Def: Study of human populations

  3. Properties of Populations • Density: The number of individuals per unit area or volume

  4. Properties of Populations • Dispersion: Is the relative distribution or arrangement of individuals within a given amount of space

  5. Dispersion Pattern • Clumped • Organisms are aggregated in patches • Most Common • Associated with uneven food distribution • Uniform • Organisms are evenly dispersed • Plants • Random • VERY VERY Rare in nature

  6. Sex Ratio • Def: Proportion of Males to Females • A 50/50 Ratio maximizes population growth • An uneven ratio leads to negative population growth

  7. REMEMBER THIS??? • Developing Countries • Lower average incomes • Simple and agricultural based economies • Rapid population growth • Developed Countries • Higher average incomes • Slow population growth • Diverse, industrial economies

  8. World Population Over Time

  9. Age Structure • Def- the distribution of ages in a specific population at a certain time. • Is shown visually in Population Pyramids

  10. 5.Age structure– relative #’s of organisms of each age within a population Age (years) Mostly younger organisms  positive growth Even age distribution  stable population Mostly older organisms  negative growth #2.2 Aim: How do we describe populations? Agenda QOD (5) Lesson: populations(15) Activity: (15) Summary (5) HW #9

  11. Population Pyramids • A double-sided bar graph • Ex: Countries that have high rates of growth usually have more younger people than older people

  12. Age Structure Cont. • Mostly Younger: Positive Growth • Even Age: Stable Population • Mostly Older: Negative Growth

  13. Survivorship • Def: The percentage of members of a group that are likely to survive to any given age. • Used as a way to predict population trends.

  14. Survivorship Curves • TYPE I: Most people live to be very old • TYPE II: Similar death rates at all ages • TYPE III: Many children die

  15. Fertility Rates • Def: The number of babies born each year per 1,000 women in a population • Total fertility rate: The average number of children a women gives birth to in her lifetime.

  16. Fertility Rates

  17. Imagine a population with positive growth… 1. Describe the size, density, distribution, sex ratio, age structure, and birth/death rates of your population. 2. Work in pairs to make a mini-poster showing a picture and a diagram of either the age structure or the survivorship type. For example…

  18. Example: Subway rats Size: about 1,000 organisms and increasing (positive growth) Density: medium (not high or low). Not a lot of competition for resources, not too hard to find mates. Distribution: clumped. The rats like to be near the stations where they find more food. Sex ratios: even. Since there are just about as many males as females, the population is increasing at a rapid rate. Age structure: mostly young. Since most of the rats in the population are in their reproductive prime years, the population is increasing at a rapid rate. Birth and death rates: The birth rate is higher than the death rate. The rats have Type 1 survivorship where they don’t usually die until old age. #2.2 Aim: How do we describe populations? Agenda QOD (5) Lesson: populations(15) Activity: (15) Summary (5) HW #9

  19. Example: Subway rats Rats have Type 1 survivorship #2.2 Aim: How do we describe populations? Agenda QOD (5) Lesson: populations(15) Activity: (15) Summary (5) HW #9

  20. Sampling Techniques

  21. Direct Counting • Method to estimate the size and density of population • Impractical due to size of ecosystem, the number of plants involved, and the movement of animals

  22. Sampling Technique • A more practical way • Enables us to estimate the total population size of the organism • 1: Quadrat Sample Method • 2: Mark and Recapture Sampling

  23. The Quadrat Sample • Used for estimating the size of plant population and immobile animals • A quadrat: A wooden frame which forms a square of a known area (1 m2). • Placed randomly in a population where sampling is carried out.

  24. Quadrat

  25. Quadrat Sampling • Used to find DENSITY: The mean number of organisms per unit area.

  26. Quadrat Sampling • Used to find PERCENT COVERAGE: an indication of how much the area of quadrat is occupied by a species.

  27. The Capture, Mark, Release, and Recapture Technique • Used to estimate mobile animals • Procedure: • First Capture: A random sample of animals is selected. • Mark: Each animal is marked in a distinctive way • Release: The marked animals are released back into nature • 2nd Capture: Only a proportion of the 2nd capture sample will have animals that were marked in the 1st capture.

  28. Mark and Recapture

  29. Survey 2: Survey 1: M = 12 C = 15 R = 4

  30. M = R N C N = M C R What is the total population size (N)? Note that the proportion marked in the population equals the proportion marked in the 2nd sample M = 12 C = 15 R = 4

  31. N = 12 * 15 4 What is the total population size (N)? Note that the proportion marked in the population equals the proportion marked in the 2nd sample M = 12 C = 15 R = 4

More Related