Where is the seaward limit of a beach?
A) Longshore bars
B) Berms
C) Where the longshore drift is the strongest
D) Where the sediment stops moving onshore or offshore
D
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Stratovolcanoes have relatively steep sides because ____
a. ?they are composed of compacted ash b. ?they are composed of strong basalt with little ash c. ?their magma has moderate viscosity so lavas flow a short distance before cooling d. ?their explosions are fast and catastrophically explosive e. ?they grow slowly, as new magma pushes them higher, often without eruption
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
What is necessary for a mass of ice to be considered a glacier?
A. located in a polar region B. ice that moves or flows C. located in a sloping area D. ice that is hard compacted E. located only in inland areas
The United Nations defines ________ as physical, social, and economic access at all times to safe and nutritious food sufficient to meet dietary needs and food preferences for an active and healthy life
A) caloric intake guidelines B) human rights C) freedom D) economic liberty E) food security