Restoration of a 1967 Mustang is an example of

A) vertical integration.
B) recycling.
C) remanufacturing.
D) lean production.
E) a cottage industry.


Answer: C

Environmental & Atmospheric Sciences

You might also like to view...

A parcel of saturated air at 10°C with 10g water vapor/kg of air is heated to 20°C. Which of the following is true?

A. The air has 20 g water vapor/kg of air and is now saturated. B. The air has 10 g water vapor/kg of air and is still saturated. C. The air has 10 g water vapor/kg of air and is now unsaturated. D. The air has 20 g water vapor/kg of air and is now unsaturated.

Environmental & Atmospheric Sciences

Earth is the most volcanically active body in our solar system

Indicate whether the statement is true or false

Environmental & Atmospheric Sciences

[NeedAttention]

src="data:image/png;base64,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

Environmental & Atmospheric Sciences

Aftershocks do not cause much damage. Indicate whether the statement is true or false

Environmental & Atmospheric Sciences