?Intraspecific competition plays a larger role in most ecosystems than interspecific competition.
Answer the following statement true (T) or false (F)
False
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The maquiladoras of northern Mexico best illustrate the industrial location principle of ________.
A. comparative advantage B. agglomeration C. deglomeration D. Just-in-time (JIT) manufacturing E. flexible production systems
Write a short paper researching your local weather and climate
What climate region are you in? What are the major weather and climate problems faced in your area? How do people adjust and adapt to those problems? What are the major sources of global warming emissions in your area?
Often indigenous in origin, a religion based on natural processes and the concept that all objects posses souls?
a. Buddhism b. Hinduism c. Daoism / Taoism d. Confucianism e. Animism
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