Which of the following terms is also known as the bottom line?

You made an investment of $16,500 into an account that paid you an annual interest rate of 2.8 percent for the first 7 years and

iragen [17]

Answer:

0.05712790 or 5.71%

Explanation:

Annual rate of return = [(1+ r1)^n1 x (1 + r2)^n2]^[1/(n1 + n2)] - 1

n1 is the time period in which annual interest rate =2.8%

n2 is the time period in which annual interest rate =7.2%

So, n1 = 7 years and n2 = 14 years

= [(1+2.8%)^7 x (1+7.2%)^14]^[1/(7 + 14)] - 1

= (1.21325420 x 2.64683577) ^ 1 / 21 - 1

= 1.05712790 - 1

= 0.05712790 or 5.71%

4 0

3 years ago

The strongest brands go beyond attributes or benefit positioning; they are positioned on ________.

Katarina [22]

Answer:

b

Explanation:

4 0

3 years ago

Johnson & Johnson learns about consumer needs by understanding the environment in which a product is used and the different

Sergio [31]

Answer: Social Networking

Explanation:

Social networking service which is also referred to as the social networking site is known as an online podium which individual uses in order to build the social networks also referred to as the social relationship with other individual who tend to share the analogous career concerns, activities, history or other connections.

6 0

3 years ago

Consider the following hypothetical facts about Mexico: The peso recently lost over 40% of its value relative to the dollar. Ove

UNO [17]

Answer:

The annualized return of the investment is R=0.286 or 28.6%.

Explanation:

The expected value takes into account all the possible outcomes and their probabilities. In this case, there are only 2 possible outcomes:

1) Mexican government lose control of the economy. Probability: 25%.

2) The Mexican government don't lose contol of the economy. Probability: 75%

In the Case 1, the local stock market will fall by 10% and the peso will lose 20%.

The return in dollars can be calculated as:

$R=(1+\Delta SM)/(1-\Delta P)-1=(1-0.10)/(1+0.2)-1\\\\R=0.90/1.20-1=0.75-1=-0.25$

being ΔSM the return of the stock market and ΔP the apreciation of the peso.

For the Case 2, we have that the local stock market will rise by 5% and the peso will appreciate by 5%.

The return in this case is

$R=(1+\Delta SM)/(1-\Delta P)-1=(1+0.05)/(1-0.10)-1\\\\R=1.05/0.90-1=1.17-1=0.17$

Then, the expected value is:

$E(R)=\sum p_iR_i=p_1R_1+p_2R_2=0.25*(-0.25)+0.75*(0.17)\\\\ E(X)=-0.0625+0.1275=0.065$

The expected dollar return in the 90 days is R=0.065.

If we annualized, the annual rate of return of this investment is:

$R_a=(1+R)^{N/n}-1=1.065^{360/90}-1\\\\R_a=1.065^4-1=1.286-1=0.286$

8 0

3 years ago

Medallion Cooling Systems, Inc., has total assets of $10,000,000, EBIT of $2,000,000, and preferred dividends of $200,000 and is

liraira [26]

Answer:

Explanation:

The two attached pictures shows the explanation for this problem. I hope it help you. Thank you

4 0

3 years ago