Answer:
<u><em>This is because it is not unsustainable and also unfair in a democratic society. </em></u>
Explanation:
For decades now, most of US soldiers have some from a certain demographic. The age bracket, education and even race and even geography plays a big role.
For example, the North-East of the United States is the most densely population region in the country but produces far less recruits than the Southern parts of the country.
This not only creates a civilian-military divided, but can restrict the talent and skills the army is constantly recruiting for. The more diverse the pool of recruits, the better equipped the US army would be.
Answer:
The statement is OK.
Explanation:
Checking whether there is a case of plagiarism in an academic paper in the MLA format, the given statement is from one of the student samples provided alongside the passage.
The given passage/ statement mentions how Salman Rushdie finds the scene of The Wizard of Oz. This student sample of the text provides a given opinion of the famed writer, which may act as one of the sources of the academic research paper. And by indicating the quoted words with the (" ") symbol, there is no case of plagiarism. Rather, this is the correct way of stating a given line when quoted from another source. So, the given student sample is free from any plagiarism issues.
It could be 2 answers. Either 'In fact" or "In other words"
Pick the one that sounds better to you
Answer:
B. 14
Explanation:
The agriculture club is planting vegetable gardens on a piece of land that measures 1 3/4 of an acre. Each garden will measure 1/8 of an acre. What is the greatest number of gardens that can be planted?
Solution:
The area of land available for planting = 1 3/4 of an acre = 7/4 acre
The area of the garden = 1/8 acre
The greatest number of gardens that can be planted on the land is the ratio of area of land available for planting to the area of the garden. It is given by:
Greatest number of gardens that can be planted = area of land available for planting / area of the garden
Greatest number of gardens that can be planted = 7/4 acre ÷ 1/8 acre
Greatest number of gardens that can be planted = 14
