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VashaNatasha [74]
3 years ago
14

As a general rule what percentage of debt to gdp will make a government bond yields spike

Business
2 answers:
Andreyy893 years ago
5 0

There is NO general rule for the percentage of debt to gdp that will make a government bond yields spike

Studentka2010 [4]3 years ago
3 0

Answer:

There is no general debt-to-gdp ratio rule because a bond yield depends on many other factors, not only on debt-to-gdp ratio.

For example, the United States has a very high debt-to-gdp ratio of over 100%, but the US bond is considered to be the safest bond in the market, has a high credit rating of AA+ according to Firtch, Moody's and S&P, and is a cheap bond because interest rates in the US are low, so the coupon payments are low as well.

The yield to maturity of a 10 year US bond is around 2%. Therefore, what all this information is telling us, is that even if debt-to-gdp ratio in the US continues to increase, the US bonds yields will probably continue to be stable. They will not spike because the debt-to-gdp ratio increases.

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Answer:

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Explanation:

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A description of how the business will generate revenue is always included in a:
GarryVolchara [31]

Answer: business plan

Explanation:

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6 0
3 years ago
1. If money is deposited in a bank that pay's simple interest of 4.5 %, bow much will have to be deposited to earn $90 of intere
TiliK225 [7]

The amount of 3000 will have to be deposited to earn $90 of interest for 8 months, if money is deposited in a bank that pay's simple interest of 4.5%.

Explanation:

The given is,

                       Simple interest of 4.5 %

                       Earn $90 of interest for 8 months​

Step:1

            Formula to calculate the simple interest method,

                                            F=P(1+iN)...................................(1)

           Where,

                           F - Future amount

                           P - Initial investment

                            i - Rate of interest

                           N - Number of years

            From given,

                          i - 4.5%

          Let, X - Initial investment, P = X

                                                      F = P + Interest amount

                                                      F = X + 90

         From the equation (1),

                                           (X+90)=X(1+(0.045)(0.667))

                               (∵ N = 8 months = \frac{8}{12} = 0.667 year )

                                            (X+90)=X(1+(0.03))

                                             (X+90)=X(10.03)

                                             (X+90)=1.03 X

                                                        90=1.03X-X

                                                        90=0.03X

                                                             = \frac{90}{0.03}

                                                             = 3000

                                                  P = X = $ 3000

          From the X value.

                                                   F = P + 90

                                                      = 3000 + 90

                                                  F = $ 3090

Result:

The amount of 3000 will have to be deposited to earn $90 of interest for 8 months, if money is deposited in a bank that pay's simple interest of 4.5%.

4 0
3 years ago
Country X has a high unemployment rate. It follows that country X is operating a. inside (below) its PPF. b. at a productive eff
zhenek [66]

Based on the fact that this country is having a high rate of unemployment, then it is  inside (below) its PPF.

<h3>What is the Production possibility frontier?</h3>

This is the graphical illustration that shows the way a nation produces goods and services based on the resources that it has available.

It shows the mix of goods that would efficient use the allocated resources. A country is at unemployment if they are inside the PPF.

Read more on the Production possibility frontier here:

brainly.com/question/6571859

#SPJ1

8 0
2 years ago
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