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pashok25 [27]
3 years ago
15

The passage suggests that the high inflation in the United States and many European countries in the 1980's differed from inflat

ion elsewhere in which of the following ways?(A) It fit the rational expectations theory of inflation but not the inertia theory of inflation.
(B) It was possible to control without causing a recession.
(C) It was easier to control in those countries by applying tight monetary and fiscal policies than it would have been elsewhere.
(D) It was not caused by workers’ and employers’ expectations.
(E) It would not necessarily be considered high elsewhere.
Business
1 answer:
vlabodo [156]3 years ago
5 0

Answer:

E) It would not necessarily be considered high elsewhere.

Explanation:

The US inflation rate during 1979 was 11.26%, during 1980 it was 13.55%, and during 1981 it was 10.33%. These numbers may seem very high for American standards, but they aren't really high once you compare them to other nation's inflation rate.

For example, if we look at what is happening in two South American countries right now; Currently Venezuela is facing a hyperinflation measured by millions, and Argentina's current inflation rate is around 60%.

Back in the 1980s, hyperinflation rates were much more common. Argentina, Bolivia, Brazil, Mexico, Peru and Nicaragua, all suffered from hyperinflation (inflation rates in the 1,000s).

The US dollar is considered a very stable currency, that is why an inflation rate of around 10% was considered extremely high for American standards, but not so high compared to the rest of the world.

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Union Local School District has bonds outstanding with a coupon rate of 4.9 percent paid semiannually and 20 years to maturity.
RUDIKE [14]

Answer:

Ans. Price of the bond is $9,250.57

Explanation:

Hi, first we need to establish the semi-annual coupon of the bond and the semi-annual discount rate (YTM semi-annually)

Coupon=10000*(4.9%/2)= $245

To turn the annaul YTM to semi-annual, we have to use the following equation

YTM(semi-annual)=(1+YTM)^{\frac{1}{2} } -1

YTM(semi-annual)=(1+0.056)^{\frac{1}{2} } -1=0.0276

After all this, we are ready to find the price, here is the math of this.

Price=\frac{245((1+0.0276)^{39}-1) }{0.0276(1+0.0276)^{39} } +\frac{(245+10000)}{(1+0.0276)^{40} } =9250.57

Best of luck.

4 0
4 years ago
Wexpro, Inc., produces several products from processing 1 ton of clypton, a rare mineral. Material and processing costs total $6
JulsSmile [24]

Answer:

$26,800

Explanation:

Sales revenue after further processing:

= Units produced from each ton of clypton × Selling price per unit

= 7,300 × $15

= $109,500

Sales revenue at split off point:

= Units produced from each ton of clypton × Selling price per unit

= 7,300 × $10

= $73,000

Incremental revenue:

= Sales revenue after further processing - Sales revenue at split off point

= $109,500 - $73,000

= $36,500

Incremental profit = Incremental revenue - Incremental cost

                              = $36,500 - $9,700

                              = $26,800

Therefore, financial advantage (disadvantage) of further processing product X15 is $26,800.

3 0
4 years ago
Heather is sixteen but looks much older. she goes into a jewelry store and buys a diamond bracelet with the money she has been s
brilliants [131]
D is the right answer I suppose
6 0
4 years ago
Bridgeport Company had the following stockholders’ equity as of January 1, 2017.Common stock, $5 par value, 18,400 shares issued
harkovskaia [24]

Answer:

b

Explanation:

4 0
4 years ago
Kahn Inc. has a target capital structure of 45% common equity and 55% debt to fund its $9 billion in operating assets. Furthermo
maxonik [38]

Answer:

Payout ratio =1- 12.96%*45%*9/1.4 = 0.6252 or 62.52%

Explanation:

WACC = Weight of Equity * Cost of Equity + Weight of Debt * (1-Tax rate) * Cost of Debt

16% = 45%* Cost of Equity + 55%*(1-40%)*9%

16%-55%*(1-40%)*9% = 45%*Cost of Equity

Cost of Equity = 28.9556%

Current price of Stock = D1/(Cost of Equity - Growth)

25 = 4/(28.9556%-Growth)

Growth = 28.9556%-4/25 = 12.96%

ROE = Net income/Equity = 1.4/(45%*9)

Growth rate = (1- Payout ratio)*ROE

12.96% = (1-Payout ratio)*  1.4/(45%*9)

Payout ratio =1- 12.96%*45%*9/1.4 = 0.6252 or 62.52%

4 0
4 years ago
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