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mrs_skeptik [129]
4 years ago
15

Anita Job is the new Treasury Secretary, and she is trying to interpret the inflation measures for two consecutive years. In yea

r one, the aggregate price level increased by 9 % and, in year two, the aggregate price level increased by 5 % . Which term describes the change in the price level from year one to year two?
Business
1 answer:
sladkih [1.3K]4 years ago
4 0

Answer:

Anita uses <em>Consumer Price Index (CPI) </em>as the term to describe the change in the price level from year one to year two.

Explanation:

<em>Since Inflation is measured as the rate of change of those prices from 9% in year 1 to 5% in year 2.  The most well-known indicator of inflation is the</em> <em>Consumer Price Index (CPI), which measures the percentage change in the price of a basket of goods and services consumed by households.</em>

<em>Therefore, the Consumer Price Index (CPI) is a measure that examines the weighted average of prices of a basket of consumer goods and services, such as transportation, food, and medical care. It is calculated by taking price changes for each item in the predetermined basket of goods and averaging them</em>

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4 0
4 years ago
A company has a target debt-equity ratio of 0.57. The yield to maturity on its bonds is 11 percent. Its cost of equity is 17 per
vfiekz [6]

Answer:

13.54%

Explanation:

Debt Equity Ratio (Debt/Equity)=0.57

Yield to Maturity (YTM) on bonds (Cost of Debt) (Kd) = 11%

Cost of Equity (Ke) = 17%

Income Tax Rate= 32%

Computation of WACC

Particulars   Proportion (1)     Cost (2)    Weighted Cost (1*2)

Equity                0.6369                 17                   10.8273

Bond (Debt)       0.3631                 7.48               <u>2.7160</u>

Total                        1                                            <u>13.5433</u>

Therefore, the WACC of Company= 13.54%

<u>Working Note 1</u>

<u>Computing Proportion</u>

Debt/Equity=0.57

Therefore Debt= 0.57 Equity

Lets assume Equity = 10

So Debt = 5.7

Hence, Proportion is as follows:  

Equity= 10/15.7 =0.6369

Debt= 5.7/15.7 = 0.3631

<u>Working Note 2</u>

After tax cost of Debt = 11 * (1 - 0.32)

After tax cost of Debt = 11 * 0.68

After tax cost of Debt = 7.48%

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