In his interview with Dalton Conley, Jeffery Sachs highlights many social, structural, ecological, and historical aspects of global inequality, with a focus on Africa. For many countries, the way out of poverty, disease, and economic stagnation is through development of natural resources. As a result, what issue might be least likely to be embraced by African nations?

Climate change

Explanation:

Climate change can be defined as the change in climate such as temperatures, wind patterns that happens for a long period of time and this can be caused when their is rise in the temperature on earth although change in climate may also happen in a case where carbon dioxide is released into the air.

Therefore the least issue likely to be embraced by African nations is CLIMATE CHANGE because high rate of poverty, disease, and economic stagnation are the major problem affecting many countries in which this can be combat through development of natural resources.

Hence the issue that might be least likely to be embraced by African nations is CLIMATE CHANGE

climate change

Explanation:

Climate change is known to be or can be explained as any significant change in the measure of climate which last for an extended period of time,like over several decades or longer. This means major changes in climatic conditions like temperature and precipitation.

It should be understood that climate change is also referred to as global warming. And this is known to have occur due to the human use of fossil fuels, which releases carbon dioxide and other greenhouse gases into the air, thereby destroying the ozone layer.

In this case, climate change  is not among historical aspects of global inequality. This means that it does not contribute to global inequality. And as a result of this, it will be an issue that will be least likely embraced especially by the African nations. This is because , it is not the way out of the issues that are facing the continent.

answer; no longer than a reasonable period of time;

an important point to remember about correlation is that while there is a _statistical_ relationship correlation does not equal _causation_

the first answer is: statistical

the second answer is: causation