Which of the following is an example of a nonrenewable resource?
A) carbon dioxide
B) human capital
C) soil
D) timber
E) water
C
You might also like to view...
Where does your daily drinking water come from?
What will be an ideal response?
List the major taxonomic groups of marine primary producers and give an example of each
What will be an ideal response?
[NeedAttention]
src="data:image/png;base64,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
Large reserves of ____________________ are located in Canada and are now considered to be conventional oil reserves, second only in size to those in Saudi Arabia
Fill in the blanks with correct word