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3 years ago

How does the african slave trade enter latín american countries ?

Social Studies

1 answer:

Lady bird [3.3K]3 years ago

8 0

Answer:

The African slave trade was used by the Spanish Crown to help bolster the encomienda system.

Explanation:

The encomienda system under the Spanish Crown was a grant of labor given to conquistadores who acted on behalf of Spain in the colonization of Latin America and also earlier, for example, during the Christian crusades. Conquered peoples were considered vassals of the Spanish Crown, although in the case of the Americas this was complex because the Queen had deemed Native Americans to be free vassals of the Crown. Therefore, the Indigenous population had some legal protections in theory via the Real Audiencias. Slaves were brought from Africa when indigenous populations began to decline. The slaves were brought to Latin America to fill the labor shortages in agriculture primarily but also in the mines in certain regions like the Andes and Mexico.

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Question 9 please both a and b

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$a^k - b^k = (a - b)(a^{k-1} + a^{k-2}b + ... + b^{k-1})$

a. Let's set a=3, b=1

$3^k - 1^k = (3 - 1)(\textrm{some integer we'll call } m)$

$3^k = 1 + 2m$

In other words $3^k$ is odd, i.e. $3^k$ has remainder 1 when divided by 2. $\quad\checkmark$

b. Let

$k=2n, a=3, b=1$

$a^k - b^k = (a - b)(a^{k-1} + a^{k-2}b + ... + b^{k-1})$

$3^{2n} - 1^{2n} = (3 - 1 )(3^{2n-1} + 3^{2n-2} + ... + 1)$

There are 2n terms in the last factor. All the terms of the form

$3^{2n-k}$

are odd. So when we add up an even number of them, we get an even number, call it 2m.

$3^{2n} - 1 = 2(2m)$

$3^{2n} - 1 = 4m$

We've shown $3^{2n}-1$ is divisible by four. $\quad \checkmark$

Merry Christmas!

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3 years ago

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