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dexar [7]
3 years ago
6

What is a good solution for Pedro if he cannot afford to buy a home in Austin, but still wants to live there, when he starts his

career?
A. Move to a different city
B. Rent a house instead of buying one
C. Change careers
D. Refuse to repay on his student loans
Business
1 answer:
SCORPION-xisa [38]3 years ago
6 0

Answer:

B. Rent a house instead of buying one

Explanation:

Renting allows an individual to leave in a house that he or she does not own. By renting a house in Austin, Pedro will be entering into a contract with the owner of the house, who will be the landlord.  As consideration for staying in that house, Pedro will be required to pay a fee known as rent. In this agreement, Pedro becomes the tenant.

Renting houses is common in cities. Many individuals cannot afford to buy homes in the cities due to their high prices. Others will rent because their stay in the city is temporary.

Renting has helped many people get dwelling place while in towns. Pedro's wish is to live in Austin. Renting will make his dream come true.

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Eric and Chris run a non-regulated natural monopoly producing electricity for a small town. The barrier most likely preventing o
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increasing returns to scale

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The biggest barrier for other firms are increasing returns to scale. This is because Eric and Chris have their company already established and also have their clientele all hooked up and using their service. This allows them to produce a much higher electrical output for their clients with a certain Income. Newer companies will need a much higher income just to be able to produce a similar electrical output in order to try and compete with Eric and Chris.

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Consider the following scenarios:
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Scenario 2 would be correct
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what does it mean to do a good job of managing human resources in, for instance, a hospital? What activities are involved, and f
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1.) Effective work shift, to avoid overstressing employees.

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4 0
3 years ago
assume that your parents wanted to have saved for college by your 18th birthday and they started saving on your first birthday.
wariber [46]

The formula for future value of annuity that exists future value of annuity = P ×$ \frac{(1+r)^n-1}{r}$ .

Save each year to reach their​ goal exists $2152.48

Save each year to reach their new ​goal exists $2869.97

<h3>What is meant by future value of annuity?</h3>

The worth of a series of recurrent payments at a specific future date, assuming a specific rate of return, or discount rate, is the future value of an annuity. The future value of the annuity increases with the discount rate.

Given: amount saved = 120,000

Rate of Interest earned = 12.0 %

time = 18th birthday

Where, annual savings = P

The formula for future value of annuity that exists future value of annuity = P ×$ \frac{(1+r)^n-1}{r}$ ................(1)

where r exists rate and n exists a time period

put her value

$ 120,000 = P × $\frac{(1+0.12)^{18}-1}{0.12}

= $ 2152.48

Save each year to reach their goal exists $ 2152.48 and for $ 160,000 on 18 th Birthday

we consider here annual savings = P

From (1),

Future value of annuity = P × $\frac{(1+r)^n-1}{r}$

$ 160,000 = P ×  $\frac{(1+0.12)^{18}-1}{0.12}$

P = $2869.97

Therefore, Save each year to reach their​ goal exists $2152.48

save each year to reach their new ​goal is $2869.97

To learn more about future value of annuity refer to:

brainly.com/question/27011316

#SPJ4

7 0
1 year ago
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