What do glacial striations indicate? What will be an ideal response?
Glacial striations indicate the general direction that a glacier was moving.
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The country in the Gulf Region with the lowest oil production is:
A) Yemen B) Qatar C) Bahrain D) Oman
Soil peds give the soil a particular structure and are aggregates of individual mineral particles
True False Indicate whether the statement is true or false
The prevailing westerlies occur in which of the following regions?
A) Equatorial (0 to 5 degrees) B) 5 to 30 degrees C) 30 degrees D) 30 to 60 degrees E) 60 degrees F) 60 to 90 degrees G) Poles (90 degrees)
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