Briefly explain the roles of magma and hydrothermal activity in forming ore deposits along convergent
and divergent plate boundaries What will be an ideal response?
Magma contains valuable elements, some of which leave the magma in gases and fluids. These
substances transport the elements and facilitate their exchange for other elements in the surrounding
rock. The surrounding rock may then have enough of the valuable elements to become an ore deposit.
At convergent plate boundaries, partial melting at the subducting plate allows magma and valuable
minerals to rise up in fluids and erupt at volcanoes or cool beneath the surface as plutons. At divergent
plate boundaries, hydrothermal vents form. In these locations, seawater filters past hot magma, picks
up valuable elements, and then the hot fluids flow onto the seafloor and drop their valuable elements
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As waves travel through shallow water they:
a. speed up. b. undergo an increase in wavelength. c. become higher. d. experience a decrease in steepness. e. undergo no physical change.
generation after generation, through multiple______________, the two populations become __________ generally similar
a. selective forces b. more c. allopatric speciation d. microevolutionary events e. communicate f. interbreed g. less h. gene pool i. symmetric speciation j. macroevolutionary events
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
The dry season of the tropical savanna climates in the Northern Hemisphere is associated with ____
a. the northward shift of the sun and the southward shift of the ITCZ b. the northward shift of the sun and the northward shift of the ITCZ c. the southward shift of the sun and the southward shift of the ITCZ d. the southward shift of the sun and the northward shift of the ITCZ