The loss of heterozygosity due to inbreeding can be partitioned across F statistics at multiple levels. For example, FIS compares the inbreeding coefficient of an individual against a subpopulation, while FST compares subpopulation against a total population. For the following scenarios, do you expect Fs to be larger or smaller than FST? Explain each answer in 1-2 complete sentences. A) Individual is Charles II subpopulation is Spain, and the total population is Europeans. B) Individual is a plant in a species that self-pollinates -50% of the time, subpopulation lives on a mountainside where pollen disperses long distances via wind, and total population is found across multiple mountains.

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The loss of heterozygosity due to inbreeding can be partitioned across F statistics at
multiple levels. For example, Fis compares the inbreeding coefficient of an individual
against a subpopulation, while FST compares subpopulation against a total population. For
the following scenarios, do you expect Frs to be larger or smaller than FST? Explain each
answer in 1-2 complete sentences.
A) Individual is Charles II subpopulation is Spain, and the total population is Europeans.
B) Individual is a plant in a species that self-pollinates ~50% of the time, subpopulation
lives on a mountainside where pollen disperses long distances via wind, and total
population is found across multiple mountains.
Transcribed Image Text:The loss of heterozygosity due to inbreeding can be partitioned across F statistics at multiple levels. For example, Fis compares the inbreeding coefficient of an individual against a subpopulation, while FST compares subpopulation against a total population. For the following scenarios, do you expect Frs to be larger or smaller than FST? Explain each answer in 1-2 complete sentences. A) Individual is Charles II subpopulation is Spain, and the total population is Europeans. B) Individual is a plant in a species that self-pollinates ~50% of the time, subpopulation lives on a mountainside where pollen disperses long distances via wind, and total population is found across multiple mountains.
Isabella of
Portugal
(1503-39)
Philip II
of Spain
(1527-98)
Charles V, Holy
Roman Emperor
(1500-58)
Maria of
Spain
(1528-1603)
Anne of
Austria
(1549-80)
Philip II
of Spain
(1578-1621)
Philip of Castile
(1478-1506)
Maximilian II, Holy
Roman Emperor
(1527-76)
Ferdinand I, Holy
Roman Emperor
(1503-64)
Margarita of
Austria
(1584-1611)
Philip V
of Spain
(1605-65)
Joanna of Castile
(1479-1555)
Maria Anna
of Spain
(1606-46)
Anna of Bohemia
and Hungary
(1503-47)
Charles
of Austria
(1540-90)
Anne of Albert V, Duke
Habsburg of Bavaria
(1528-90) (1528-79)
Maria Anna
of Bavaria
(1551-1608)
Ferdinand II, Holy
Roman Emperor
(1578-1637)
Charles II of Spain
(1661-1700)
Manana of
Austria
(1634-96)
William V, Duke
of Bavaria
(1548-1626)
Ferdinand II, Holy
Roman Emperor
(1608-57)
Isabella of
Burgundy
(1501-26)
Renata of
Lorraine
(1544-1602)
Maria Anna
of Bavaria
(1574-1616)
Christian I
of Denmark
(1481-1559)
Christina of
Denmark
(1522-90)
Francis 1, Duke
of Lorraine
(1517-45)
Transcribed Image Text:Isabella of Portugal (1503-39) Philip II of Spain (1527-98) Charles V, Holy Roman Emperor (1500-58) Maria of Spain (1528-1603) Anne of Austria (1549-80) Philip II of Spain (1578-1621) Philip of Castile (1478-1506) Maximilian II, Holy Roman Emperor (1527-76) Ferdinand I, Holy Roman Emperor (1503-64) Margarita of Austria (1584-1611) Philip V of Spain (1605-65) Joanna of Castile (1479-1555) Maria Anna of Spain (1606-46) Anna of Bohemia and Hungary (1503-47) Charles of Austria (1540-90) Anne of Albert V, Duke Habsburg of Bavaria (1528-90) (1528-79) Maria Anna of Bavaria (1551-1608) Ferdinand II, Holy Roman Emperor (1578-1637) Charles II of Spain (1661-1700) Manana of Austria (1634-96) William V, Duke of Bavaria (1548-1626) Ferdinand II, Holy Roman Emperor (1608-57) Isabella of Burgundy (1501-26) Renata of Lorraine (1544-1602) Maria Anna of Bavaria (1574-1616) Christian I of Denmark (1481-1559) Christina of Denmark (1522-90) Francis 1, Duke of Lorraine (1517-45)
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