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bokaro bokaro
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6 years ago
The graph in Figure 9-2 represents the:a.
   electromagnetic spectrum.
  b. action spectrum of photosynthesis.
  c. absorption spectra for chlorophylls a and b.
  d. process of cyclic electron transport.
  e. process of noncyclic electron transport.
Question 2

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cg5232cg5232
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bokaro Author
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6 years ago
Thank you so much for the answer
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