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3 years ago

6

Which of the following best describes Native Americans' situation at the end of the Indian wars? A. They held onto their traditi

onal homelands. B. They assimilated into American culture. C. They lived traditional lives on reservations throughout the Northeast. D. They were forced to move west or north or to live on reservations.

2 answers:

dsp733 years ago

7 0

The correct answer is D

mafiozo [28]3 years ago

4 0

The correct answer is D

I hope this helps!!!

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You invest $ 5000 in two stocks . In one year , the value of stock A increases by 5.2 % and the value of stock B increases by 12

V125BC [204]

Answer:

3000 invested in stock A

2000 invested in stock B

Explanation:

Given

$r_A = 5.2\%$ --- rate of stock A

$r_B = 12.8\%$ --- rate of stock B

$A = 5000$ --- Amount invested

$Total = 5412$ ---- Value of stock

Required

Determine the amount invested in each

Let

$x \to$ Amount invested in A

$y \to$ Amount invested in B

So:

$x + y = A$

$x + y = 5000$

Make x the subject

$x = 5000- y$

The gain on stock A is:

$A_{New} = x * r_A$

$A_{New} = (5000 - y) * 5.2\%$

$A_{New} = (5000 - y) * 0.052$

$A_{New} = 260 - 0.052y$

The gain on stock B is:

$B_{New} = y * r_B$

$B_{New} = y* 12.8\%$

$B_{New} = y* 0.128$

$B_{New} = 0.128y$

So, we have:

$A_{New} + B_{New} = Total - A$ ----- i.e. total gain on both stocks

$260 -0.052y+0.128y = 5412 -5000$

$260 -0.052y+0.128y = 412$

Collect like terms

$-0.052y+0.128y = 412-260$

$0.076y = 152$

Solve for y

$y = 2000$

To solve for x, we have:

$x = 5000- y$

$x = 5000 - 2000$

$x = 3000$

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