Instead of using wood to make paper, what fast growing plants should we be using?
What will be an ideal response?
hemp and kenaf
You might also like to view...
What are some possible consequences of modifications to the groundwater system caused by human usage?
How can big data be used to make cities more efficient?
What will be an ideal response?
[NeedAttention]
src="data:image/png;base64,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
A farm field that has used only inorganic fertilizer for the past 20 years is most likely to have
A) fewer soil organisms and less soil structure but increased nutrient holding capacity. B) fewer soil organisms, less soil structure, and decreased nutrient holding capacity. C) more soil organisms, more soil structure, and increased nutrient holding capacity. D) more soil organisms, less soil structure, and decreased nutrient holding capacity.