Tree thinking and phylogenetic trees Flashcards
(16 cards)
What do phylogenies represent?
The lineage of the evolutionary relationships between species
Why are phylogenies so useful?
They are useful for looking at common ancestors and identifying where shared traits emerged between species
What do we really mean when we say a living animal is “primitive”?
A primitive animal displays ancestral traits or resembles an ancestral species
3 criteria for identifying homologous structures + the ONE exception
Position, numerous features in common, historical (fossil) / developmental (embryonic) intermediates
Exception: “function” and “origin/insertion” for muscular system
Plesiomorphic trait: definition + example
Plesiomorphic: earlier or ancestral state, links with common ancestors.
Example: notochord, pharyngeal gill slits
Apomorphic trait: definition + example
Apomorphic: later or descendant state, distinct in groups.
Example: evolution of middle ear bones in mammals, feathers in birds, secondary palate in crocs and mammals
Synapomorphy: definition + example + how to map it
Definition: shared trait between two or more organisms that is derived from a common ancestor
Example: vertebrate column in vertebrates, producing milk in mammals
Mapping: mark a slash before the most recent common ancestor
Clade
All organisms in a lineage plus a common ancestor; monophyletic
Grade
Organisms sharing certain characteristics but do not form a natural evolutionary unit
May not include some descendant groups
Not monophyletic
Monophyletic taxon
Includes most recent common ancestor and all its descendants
Polyphyletic taxon
Doesn’t include most recent common ancestor
Paraphyletic taxon
Doesn’t include all descendants
Sister taxon
The closest relatives of a given taxonomic group
Polytomy
An unresolved node with more than two branches, indicating uncertainty about these branches evolutionary relationships
Root
Beginning of phylogeny
Outgroup
More distantly related group of organisms that serves as a reference group when determining the evolutionary relationships of the ingroup