APES - Unit 3: Populations

0.0(0)
Studied by 0 people
call kaiCall Kai
learnLearn
examPractice Test
spaced repetitionSpaced Repetition
heart puzzleMatch
flashcardsFlashcards
GameKnowt Play
Card Sorting

1/50

encourage image

There's no tags or description

Looks like no tags are added yet.

51 Terms

1
New cards

specialists

  • have smaller range of tolerance (narrower ecological niche)

  • specific food requirements

  • less adaptable to new conditions

  • ex. panda (only eats bamboo)


2
New cards

generalists

  • have larger range of tolerance (broader ecological niche)

  • broad food requirements

  • high adaptability

  • ex. rats, raccoons


3
New cards

K-selected vs. R-selected species: lifespan, time to reproductive maturity, # of reproductive events, # of offspring, size of offspring, parental care, population growth rate, population regulation, & population dynamics

“quality” vs. “quantity”

  • lifespan: long vs. short

  • time to reproductive maturity: long (so low biotic potential) vs. short (so high biotic potential)

  • # of reproductive events: more vs. few or one

  • # of offspring: few vs. many

  • size of offspring: large vs. small

  • parental care: present vs. absent

  • population growth rate: slow vs. fast

  • population regulation: density dependent vs. density independent

  • population dynamics: stable, near carrying capacity vs. highly variable


4
New cards

Do most species fit cleanly into K-selected or r-selected? Explain.

No; it’s a spectrum

5
New cards

survivorship curve

line that shows survival rate of cohort (group of same-aged individuals) in population from birth to death

  • See 3.3 notes for survivorship graph w/ different Types!

    • X-axis: age

    • Y-axis: % surviving


6
New cards

Type I

mostly K-selected (ex. most mammals)

  • high survivorship in early life b/c high parental care

  • high survivorship in mid-life b/c large size & defensive behavior

  • rapid decrease in survivorship in late life b/c old age sets in


7
New cards

Type II

between K and r (ex. prey animals)

  • steadily decreasing survivorship


8
New cards

Type III

mostly r-selected (ex. insects, fish, plants)

  • low survivorship in early life b/c little to no parental care

  • slow, steady decline in survivorship in mid-life (few make it here)

  • slow decline in survivorship in old age (even fewer make it here)


9
New cards

growth rate

r; percent increase in population, usually per year - tells if population is getting smaller, larger, or staying the same; always written as percent

  • positive: growing

  • negative: shrinking

  • ex. growth rate of 5% for a population of 100 means it will grow to 105


10
New cards

How to read a growth rate (ex. 2% growth rate)

2 are added per every 100 individuals

11
New cards

What changes the population size?

births and immigration increase the population size, deaths and emigration decrease it

12
New cards

equation for population size

population size = OG + (immigrations + births) - (emigrations + deaths)

13
New cards

exponential population growth

  • as the population gets larger, it grows quicker - graph is shaped like a J

  • when population has all resources (food, water, space, shelter) it needs, protection from predators/disease, & waste products removed

  • ex. invasive species b/c no natural predators


14
New cards

biotic potential

max possible growth rate - happens if no limiting resources

15
New cards

Realistically, do populations consistently grow exponentially? Explain.

no - b/c not realistic to continue to have no limiting factors

16
New cards

three phases of exponential population growth

  1. exponential growth

  2. growth slows

  3. growth stops/stabilizes - when population reaches carrying capacity


17
New cards

logistic population growth

shows the 3 phases of exponential growth - graph is shaped like an S

  • see 3.4/3.5 notes for graph


18
New cards

carrying capacity

k; max population size that can be supported by an ecosystem w/o running out of resources

19
New cards

overshoot

when population exceeds carrying capacity; typically causes a die-off, where many individuals die from lack of resources

20
New cards

Do populations always hover around their carrying capacity once they reach it? Explain.

No - severe resource depletion can sometimes happen, causing a population crash (more severe die-off where most individuals die)

  • ex. reindeer introduced to St. Paul Island ate all the lichen (takes long time to grow back), so population crashed


21
New cards

limiting factors

factors that control population size; keep most natural populations from growing out of control and determine carrying capacity for a species in specific ecosystem

  • 2 categories: density dependent & density independent


22
New cards

density dependent limiting factors

have most effect on dense populations (individuals close together)

  • ex. disease, competition, overcrowding, predation/herbivory


23
New cards

density independent limiting factors

affect dense and less dense populations in same way

  • ex. natural disasters, bad weather


24
New cards

Why are islands good for studying populatoins?

less immigration/emigration - population changes are based mostly on birth/death rates

25
New cards

How to find the carrying capacity on a logistic growth graph

look for an area where the population is roughly stable for a while

26
New cards

age structure

describes relative numbers of individuals of each age class within a population

  • x-axis = number or percent of individuals

  • y-axis = age cohorts (5-year increments)

  • males on left, females on right

  • use to predict how fast country may grow

see 3.6 notes for what each shape means!

27
New cards

How to predict future population growth/decline using an age structure diagram

  • populations with many individuals in reproductive age (14-44) or pre-reproductive age (up to 14) will grow rapidly

  • populations will many individuals past reproductive age (44+) will grow slowly


28
New cards

Total Fertility Rate (TFR)

average number of children a woman in a population bears throughout lifetime

29
New cards

What happens with a high TFR?

high birth rate, so typically higher population growth unless high infant mortality too

30
New cards

replacement level fertility

the TFR required to offset the deaths in a population and keep the population size stable

  • is typically ~2.1 in developed countries, higher in less-developed countries


31
New cards

infant mortality rate (IMR)

number of child (<1 year old) deaths per 1000 people in a population

32
New cards

Where is IMR higher and why?

in less-developed countries due to lack of access to healthcare, clean water, & enough food

33
New cards

How do IMR and TFR correlate?

IMR is typically higher with high TFR; so when there’s a shrinking population, there’s a lower IMR b/c ppl prioritize healthcare for mom and baby

34
New cards

Global IMR data

about 48% until ~1800s → has dropped to 4.3% by 2020

35
New cards

What factors affect TFR?

  • development/affluence (more developed/wealthy nations have lower TFR)

    • & individual income - lower income = higher TFR

  • education & economic opportunity for women (lowers TFR b/c later age of first pregnancy)

  • access to family planning education (and also contraception) - lowers TFR

  • less need to children to provide income through agricultural labor (lowers TFR)

  • government policies - can increase or decrease TFR


36
New cards

How does government policy affect TFR?

plays huge role in fertility by coercive (forceful) or noncoercive (encouraging) policies

  • decrease TFR: forced or “voluntary” sterilization (eugenics), China’s one-child policy (caused missing generation of women), microcredits or loans to women to start businesses

  • increase TFR: tax credits for having more kids, paid parental leave from work, healthcare access


37
New cards

demography

study of human populations

38
New cards

demographic transition

when growth rate in a country shifts from rapid to slow; has 4 phases (where the factors that affect TFR causes changes):

  • Stage 1: Preindustrial

  • Stage 2: Industrializing/Developing

  • Stage 3: Developed/Industrialized

  • Stage 4: Post-Industrialized/Highly Developed

see 3.9 notes for graph and population pyramids for the stages

39
New cards

Stage 1: Preindustrial

high IMR & death rate with high TFR, so little to no growth b/c high CBR & CDR balance out

  • virtually no country today is in this stage


40
New cards

Stage 2: Industrializing/Developing

  • IMR & CDR decline b/c modernizations bring clean water, healthcare, stable food supply

  • TFR still high, one factor being generational lag (need time for education & societal change to spread)

  • rapid growth b/c high CBR, declining CDR


41
New cards

Stage 3: Developed/Industrialized

modernized economy & society increases family income, so TFR decreases; growth rate slows as CBR drops closer to CDR

42
New cards

Stage 4: Post-Industrialized/Highly Developed

TFR decreases more b/c families are more wealthy, CBR drops lowers than CDR; so population decline

  • very wealthy modernized countries


43
New cards

How did the agricultural revolution affect human population growth?

  • population growth was slow before the agricultural revolution

  • agriculture allowed faster population growth b/c farming an rea can support 500 times more people than hunting-gathering in the same area can


44
New cards

How did the industrial revolution affect human population growth?

  • brought better sanitation, growing urban areas, knowledge of medicine/nutrition, & improved food availability

  • so decreased death rate and increased life expectancy but birth rate still high → rapid population growth


45
New cards

crude birth rate (CBR) and crude death rate (CDR) + how to calculate

births and deaths per 1000 people in a population

  • CBR = # of births / total population * 1000

  • CDR = # of deaths / total population * 1000


46
New cards

What is the global CBR and CDR? What is the global population growth rate? The doubling time?

  • CBR = 20, CDR = 8

  • r = (20 - 8 ) / 10 = 1.2%

  • doubling time = 70 / 1.2 = 58.3 years


47
New cards

How to calculate growth rate

r = (CBR - CDR) / 10

  • answer will already have the correct decimal place to add a % sign (b/c CDR and CBR are per 1,000, growth rate is % (per 100), and dividing them by 10 in equation)

  • include crude immigration or emigration rates if given (calculate them in same way as CBR and CDR… or, if you have to calculate CBR and CDR anyways, adding immigration/emigration into those equations produces the same result in the end)


48
New cards

Rule of 70

time in years for a population to double is 70 / growth rate

  • add answer to initial year if it asks in what year the population will be doubled from the initial year


49
New cards

million

×106

50
New cards

billion

×109

51
New cards

percent change

[(new - old) / old] * 100%