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Stevend95 Stevend95
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Posts: 499
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6 years ago
Which of the following functions would most likely be occurring in the structure surrounded by the
  box in Figure 4-2?
  a. apoptosis
  b. dynein movement
  c. formation of hydrogen peroxide
  d. molecular chaperone activity
  e. cholesterol synthesis
Question 2

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quest27quest27
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6 years ago
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Stevend95 Author
wrote...
6 years ago
Just confirmed the same answer from my friend, thanks
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