Developing nations tend to be more heavily affected by pandemics than developed ones because developing nations lack the resources to control the spread of disease - B. This often is the case and has also been the reason why many deadly viruses have been spread out in Africa for example or some parts of Asia in comparison to the US.
Answer:
You included no options so I shall only be able to try to answer based on context and the history of Cecil Rhodes.
<em>This political cartoon shows Cecil Rhodes standing over the continent of </em><em><u>Africa</u></em><em>. Rhodes, shown as a colossus, demonstrates the European feelings of </em><em><u>ethnocentrism</u></em><em>. Rhodes believed that Europeans were responsible for civilizing </em><em><u>Africans </u></em><em>by teaching them about Western culture.</em>
Cecil Rhodes was a British man who was the founder of the British South Africa Company which was to aid the British empire is acquiring more colonies in Africa especially in the south of the Continent.
Cecil Rhodes looked down on Africans and believed them to be uncivilized and in need of guidance from Europeans who he believed were more superior to Africans. This showed ethnocentrism because he believed that Africans were uncivilized based on Europeans standards of civilization not that of Africans.
Answer:eat food be happy, don’t do the work
Explanation:
<span>original and appellate! hope this helps! :)</span>
The height of the cube is 9 cm, Which is mentioned in option D, if the volume of cube is 729 cubic centimeters.
Explanation:
The given is,
Volume, V = 729 Cubic centimeters
Step:1
Formula for volume of cube,
...............................(1)
Where, a - Side of cube
From the given value, Volume, V = 729 Cubic centimeters
Equation (1) becomes,

Take cube root on both sides, the above equation becomes
![a=\sqrt[3]{729}](https://tex.z-dn.net/?f=a%3D%5Csqrt%5B3%5D%7B729%7D)

a = 9 cm
Height of cube, a = 9 centimeters
Result:
The height of the cube is 9 cm, Which is mentioned in option D, if the volume of cube is 729 cubic centimeters.