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Alona [7]
3 years ago
13

The 2003 iraqi war destroyed large amounts of capital. later, insurgent activity continued to destroy capital and created instab

ility in the government. today, hostilities have waned and the government has become more stable. according to the solow growth model, over the next few years we would expect to see growth rates in iraq to be _____ those of high-income countries with similar institutions followed by growth rates that are _______ the growth rates in those countries.
a. about the same as; lower than
b. lower than; about the same as
c. higher than; much higher than
d. higher than; about the same as
Business
1 answer:
TiliK225 [7]3 years ago
8 0
A. about the same as;lower than
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Don is thinking of borrowing $10,000 from Hancock Whitney Bank. He promises Hancock Whitney cash flows of $5,000 every year for
Ostrovityanka [42]

The present value of the stream of cash flows is $2,434.26.

<h3>What is the present value?</h3>

Present value is the sum of discounted cash flows. The cash flows would be discounted using the cost of capital.

Present value = C / (1 + r)^n

Where:

  • C = cash flow
  • r = cost of capital
  • n = number of years

-10,000 + [5,000 / 1.1] + [5000 / 1.1²] +  [5000 / 1.1³] = $2,434.26

To learn more about present value, please check: brainly.com/question/26537392

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3 0
1 year ago
What is the standard deviation of a stock that has a 10% chance of earning 18%, a 10% chance of making 11%, a 40% chance of maki
Yakvenalex [24]

Answer:

A. 7.95%.

Explanation:

Calculate the expected rate of return for the investment as follows:

\begin{aligned}\text { Expected rate of return } &=(\text { Probability } \times \text { Rate of return })+(\text { Probability } \times \text { Rate of return })+\\&(\text { Probability } \times \text { Rate of retum }) \\=&(0.40 \times 15 \%)+(0.50 \times 10 \%)+(0.10 \times-3 \%) \\=& 0.06+0.05-0.003 \\=& 0.107

Calculate the standard deviation of the investment as follows:

\begin{aligned}\text { Standard deviation }=&\left\{\begin{array}{l} \text { Probability } \left.\times(\text { Return }-\text { Expected return })^{2}\right)+ \\\text { (Probability } \left.\times(\text { Return }-\text { Expected return })^{2}\right)+ \\\text { (Probability } \left.\times(\text { Return }-\text { Expected return })^{2}\right)\end{array}\right.

=\sqrt{\left(0.40 \times(0.15-0.107)^{2}\right)+\left(0.50 \times(0.10-0.107)^{2}\right)+} \\=\sqrt{0.0007396+0.0000245+0.0018769} \\=\sqrt{0.002641} \\=0.05139066063011

7 0
3 years ago
The WCU maintenance department used 850 brackets during the course of a year. The brackets are purchased from a supplier in Ashe
Finger [1]

Answer:

a. 166 units should be ordererd of brackets

b. They have when they should place a new order with the supplier 10 brackets

Explanation:

According to the given data we have the following:

Annual Demand= 850 brackets

Buying cost=$10

carrying cost=13%×$10=$1.30

ordering cost per order=$21

a. To calculate how many brackets should be ordered when WCU places an order with their supplier we have to calculate the EOQ as follows:

EOQ=√<u>2AO</u>

              C

EOQ=√<u>2×850×21</u>

               1-30

EOQ=166 Units

166 units should be ordererd of brackets

b. To calculate how many brackets do they have when they should place a new order with the supplier we would habe to make the following calculation:

Reorder point=<u>Annual Demand     </u>    ×  lead time

                        working days in year

Reorder point=<u>850  × </u>  3

                         250

=10 brackets

They have when they should place a new order with the supplier 10 brackets

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2 years ago
What is the safest way to dispose of old bank account statements?
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Soaking the documents in water after tearing them up words well, burning them is less safe, but is the safest for your records, always tear or shred them no matter what
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