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How and why did the indigenous people arrive in the Caribbean?

Let me first address the "why" part of your question, as the "how" will be a little more complex. Most human migration, especially prior to the Modern period, was driven by a need or desire for resources. Even well into the Modern period, First Nations people (like the indigenous Taino and Arawak) lived highly mobile lifestyles driven by access to seasonal resources. So, why did indigenous Caribbeans migrate there? For access to food and other resources! As I mentioned, the "how" is a little more tricky. We do not have historical records detailing the peopling of the Americas and must rely on archaeological materials and "best guesses." Archaeological evidence indicates that people were living in Trinidad at least eight thousand years ago , and by seven thousand years ago were continually pushing north towards Cuba. Based on this evidence, we could infer that once groups of people had arrived in South America, they began pushing northward into th...

How could the title of the story be an example of foreshadowing? Explain what you think will happen based on the title.

Foreshadowing is a literary technique an author uses early in a piece of literature to give the reader ideas or clues as to what will happen deeper in the plot. In “Contents the of a Dead Man’s Pockets,” Jack Finney uses the title as foreshadowing to add suspense to the story. Before you read the story, you are being asked to think about how the title is being used as foreshadowing. There are a number of scenarios that come to mind. The reader might think there is a crime scene in which the authorities examine the items found in the pockets of a victim. The family of a dead man may find out secrets from his past or hopes he had for the future. Often, this technique is used in mysteries because readers use foreshadowing to make inferences. After you read the story, you will see how Jack Finney uses the title to foreshadow the thoughts going through Tom Benecke’s mind, and how he uses the items in his pockets during his ordeal on the ledge high above Lexington Avenue.

What happened to the British economic policies for the colonies in 1763?

The year of 1763 was a very significant year for the British and their colonies in North America. The British had just won the French and Indian War, and they got control over most of North America east of the Mississippi River. The British were becoming more concerned about the growing costs of the running the colonies, and they decided the colonists should share in some of these costs. Thus, the British began to develop policies that impacted the colonists economically. The Proclamation of 1763 was passed to keep the colonists from moving to the new land the British received from France. The British were concerned there would be attacks by the Native Americans. The British required the colonists to provide the housing for the troops that were enforcing this law. The British believed the colonists were benefitting from the British protection and should share in some of the costs associated with that protection. New tax laws were passed in the 1760s to generate more revenue. The Stamp ...

`sum_(n=1)^oo ln(n)/n^2` Confirm that the Integral Test can be applied to the series. Then use the Integral Test to determine the convergence...

The Integral test is applicable if `f` is positive and decreasing function on infinite interval `[k, oo)` where `kgt= 1` and `a_n=f(x)` . Then the series `sum_(n=k)^oo a_n` converges if and only if the improper integral `int_k^oo f(x) dx` converges. If the integral diverges then the series also diverges. For the given series `sum_(n=1)^oo ln(n)/n^2` , the `a_n =ln(n)/n^2` . Then applying `a_n=f(x)` , we consider: `f(x) =ln(x)/x^2` The graph of f(x) is: As shown on the graph, f is positive on the finite interval `[1,oo)` . To verify of the function will eventually decreases on the given interval, we may consider derivative of the function. Apply Quotient rule for derivative: `d/dx(u/v) = (u'* v- v'*u)/v^2` . Let `u = ln(x)` then `u' = 1/x`       `v = x^2` then `v' = 2x` Applying the formula,we get: `f'(x) = (1/x*x^2- 2x*ln(x))/(x^2)^2`        `= (x-2xln(x))/x^4`        `=(1-2ln(x))/x^3` Note that `1-2ln(x) lt0` for larger values of x which means `f'(x) lt0` .B...

How would you describe Gulliver's character based on his experience with the Lilliputians and Blefuscudians?

Based on some of his experiences with the Lilliputians, Gulliver is revealed to be rather dim-witted.  He cannot understand the ways in which his behavior -- especially urinating on the castle in order to put out a fire -- might be considered offensive to his hosts.  However, in many ways, the Lilliputians are, figuratively, so small (and warlike and aggressive) that Gulliver seems practically virtuous by comparison.  The Lilliputians have fought countless wars over something as silly as whether to break eggs at the big end or the small end, and many citizens have died over this issue.  Gulliver, quite reasonably, suggests that each person ought to be able to decide for himself without fear of persecution.  Moreover, when Gulliver refuses the emperor of Lilliput's request that he decimate the Blefuscudian fleet, he shows himself to be rather fair and just.  He will not allow himself to be used as a tool to enslave others, and he risks personal danger in doing so.  As a result of hi...

In Pride and Prejudice, what are Elizabeth's weaknesses?

It's hard not to love Elizabeth Bennet, heroine of a novel that Jane Austen jokingly referred to as too light and bright and sparkling. Elizabeth, bright and witty and with beautiful eyes, sparkles, so much so that we can miss some of the weak points that make her a believable and very human character. First, we need to keep in mind that the novel is largely, though not entirely, told through Elizabeth's point of view. We all tend to be the heros of our own dramas and to place ourselves in the best possible light, and Elizabeth is no different. But over time, her weaknesses emerge. Her greatest weakness is her tendency to jump to conclusions and form opinions before she has all the evidence she needs to make an informed decision. She develops prejudices, as the novel's title indicates. Chief among them is her prejudice against Mr. Darcy. She overhears him at a ball refusing to dance with her because in his opinion she's not too hot, and her dander goes up. This makes he...

How can African countries cope and flourish with today's fast globalizing world?

Obviously, Africa is a continent containing many different countries at different stages in their development, all facing different specific economic and cultural issues. What is generally true of most of sub-Saharan Africa is that it is part of the developing world. This answer will focus on issues current in 2016; conditions may change in the future. For North Africa, different countries face different issues. For Libya, the main issue seems to be creating a robust government with a rule of law, as international trade is not possible with a single legitimate government and some degree of stability, including ways of guaranteeing the safety of foreign visitors and their property. Tunisia and Morocco are comparatively well-governed and face issues of building industries that can take advantage of their demographic dividends. Egypt faces political upheavals, declining GDP, and the challenge of political uncertainty, with an extremely repressive government being inherently unstable. Seve...