List several distinct landforms created by alpine glaciers and ice sheets, describing the manner in which they formed

What will be an ideal response?


Answers will vary. Some examples may include:
Roche moutonnée: asymmetrical hills of exposed bedrock formed by plucking and abrasion.
Arêtes: sharp ridge forms created by adjacent valley glaciers.
Col: when two eroding cirques reduce an arête to a saddle-like depression or pass.
Horn: a pyramidal peak formed from individual cirques gouging an individual mountain summit.
Bergschrund: a crevasse that separates flowing ice from stagnant ice in the upper reaches of a glacier.
U-shaped valleys: formed by valley glaciers (in comparison to stream cut V-shapes).
Paternoster lakes: small, circular, stair-stepped lakes due to different resistance of rock or damming by glacial deposits.
Fjords: glacial valleys filled with water where valley glacier met sea and undercut below sea level.
Various classes of moraines: accumulation of unconsolidated glacial till.
Drumlins: spoon-like hills in till plain streamlined in the direction of glacial movement.
Esker: sinuously curving narrow ridge of course sand and gravel.
Kame: small hill, knob, or mound of sorted sand and gravel from meltwater.
Kettle: steep-sided holes, often filled with water, formed by isolated blocks of ice after retreat of glacier and the continued accumulations of debris.

Environmental & Atmospheric Sciences

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Drawing from social Darwinism, Friedrich Ratzel's model of the state—in which state growth and change were "natural" and inevitable—portrayed the state as a

A) snowball. B) biological organism. C) soldier. D) religion. E) volcano.

Environmental & Atmospheric Sciences

The large agricultural valley in western Oregon, which was the primary destination for early settlers coming to the region via the Oregon Trail is called what?

A) The Frasier Valley B) The Santa Clara Valley C) The Willamette Valley D) The Central Valley

Environmental & Atmospheric Sciences

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

Environmental & Atmospheric Sciences

What type of metamorphic rock results from the recrystallization of quartz sandstone?

a. marble b. slate c. gneiss d. anthracite e. quartzite

Environmental & Atmospheric Sciences