Both sphenopsids and lycopsids were important members of the Pennsylvanian forests
a. True
b. False
True
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What is the texture of this rock?
A) Schistosity B) Nonfoliated C) Slaty cleavage D) Gneissic banding
In 1964, 12 people were killed during a tsunami at Crescent City, California. All of these fatalities were caused by the ________ wave, which was the highest in the series.
A. first B. fifth C. third D. second E. fourth
The _____ winds converge at the Intertropical Convergence Zone
Fill in the blank(s) with correct word
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