Evolution
Natural Selection
Phylogenetic Trees
Extinction and Speciation
Review
100

True or False: Organism purposely evolve to be better suited to their environment.

False

100

an organisms ability to survive and produce offspring

What is biological fitness?

100

A node on a phylogenetic tree

What is a common ancestor? 

100

the formation of new and distinct species in the course of evolution.

What is speciation?

100

physical not biological

abiotic

200

A group of organisms that can mate and reproduce viable offspring

What is a species?

200

A heritable trait that increases fitness

What is an adaptation? 

200

a group of organisms not belonging to the group whose evolutionary relationships are being investigated

What is an outgroup?

200

A group of organisms that can mate and reproduce viable offspring

What is a species?

200

a large naturally occurring community of flora and fauna occupying a major habitat

What is a biome?

300

Lamarck's theory of evolution

Traits that are acquired through use or disuse are passed on to offspring

300

The climate of a certain area is cold, and snow is found on the ground most of the year. Equal numbers of two populations of rabbits are introduced into this climate by a group of scientists. One of the populations is brown and the other is white. Over several generations, this will happen.

There will be more white rabbits than brown rabbits?

300

a character that two lineages have in common and that evolved in the lineage leading up to a clade

a shared derived character

300

speciation that occurs as a result of a geographic barrier

What is allopatric speciation?

300

Name three kinds of symbiotic relationships and a description of the relationship.

Mutualism - both helped

Commensalism - one helped, one neutral

Parasitism - one helped, one harmed

400

What did Darwin's theory of evolution propose? (3 things)

1. Species change over time

2. New species come from preexisting species

3. All species share a common ancestor

400

Humans selectively breed animals to increase the proportion of desirable characteristics (i.e. cows with more muscle, cuter dogs). Would this be considered natural selection? Why or why not?

No, this is artificial selection because we are choosing which traits to enhance. This is not the result of selective pressures from the environment.

400

Which species is the outgroup? Which species are most closely related?

Outgroup: E

Related: A + B, C + D

400

Name 2 causes of extinction.

Options: Climate heating and cooling, Changes in sea levels or currents, Asteroids/ Cosmic Radiation , Acid Rain, Disease/ Epidemic, Spread of invasive species 

400


What symbiotic relationship is shown in the graph?

What is parasitism? 

500

What three observations did Darwin make that led him to his theory of evolution?

1. There is variation in a population

2. Variation is heritable, passed from parents to offspring

3. There is an overproduction of offspring, leading to a competition for limited resources in an environment

500

What where the three conclusions Darwin came to from his observations that explained how evolution occurred? 

1. Some organisms will have traits that help them survive and reproduce more than others

2. Because these traits are heritable, and the organisms with these favorable traits have more offspring, the favorable traits will become more common 

3. Over time, the whole population will shift to be adapted to its environment

500

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

3

500

A population consists of two different colored bugs, red and green. The bugs prefer to live and mate on areas that match their coloration (i.e. green bugs all mate on leaves and red bugs all mate on apples). Over time, this behavior becomes ingrained in their behavior so green bugs only mate with green bugs and red bugs only mate with red bugs. Are they the same species or not? Why?

No, they are not interbreeding to produce viable offspring.

500

Three species of birds live in the same area and rely on the same food source; however, over time their population sizes remain constant. It is discovered that they have maintained their population sizes by hunting at different times to reduce competition. What process have  they undergone?

Niche-partitioning