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3 years ago

Why is it a good idea to invest in both bonds and stocks?

2 answers:

8 0

Stocks and bonds each have a different level of risk and behave differently in response to changes in the financial markets. They may also be key ingredients in your mutual funds.

Putting portions of your money into different types of investments could help you in case some of them don’t measure up.

quester [9]3 years ago

6 0

Answer:

Diversifying your account by investing in both stocks and bonds provides protection because you can offset some, or all, of your losses in one investment with the gains in the other investment.

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The _________ is the content or general message of a conversation or what the conversation is about. a. business b. impersonal c

statuscvo [17]

Answer:

a. business

Explanation:

The opening is the beginning of the message.

The closing is the end of the message.

I hope my answer helps you

8 0

3 years ago

The aggregate supply curve Multiple Choice is explained by the interest rate, real-balances, and foreign purchases effects. gets

vladimir2022 [97]

Answer:

. shows the various amounts of real output that businesses will produce at each price level

Explanation:

Aggregate supply can be regarded as " domestic final supply" in domain of economics, it is the overall supply of services/ goods that is been produced at a particular overall price within an economy at a given period. It should be noted that aggregate supply shows the various amounts of real output that businesses will produce at each price level

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3 years ago

If individuals pursue their own interests when participating in the markets, per Adam Smith, those individuals are being guided

docker41 [41]

Answer:

Self Interest & Invisible Hand of Laissez Faire Policy

Explanation:

Adam Smith Laissez Faire Policy - suggests that free markets are the best approach for welfare maximisation of a society, based on self interest guiding best decisions by individuals, and individual wealth & welfare maximisation implies society wealth & welfare maximisation.

The Invisible Hand of free markets corrects all the discrepancies (if any), re-guides self interest forming the basis of over all social interest. Government intervention is unnecessary & distortionary as per the theory

7 0

3 years ago

to derive a competitive advantage, firms can properly configure hr practices to drive ________ which leads to ________.

Mariulka [41]

When firms configure it HR practices to drive employees which leads to improved Firm performance, then the firm will derive competitive advantage.

In a firm, the Human personnel is saddled with the responsibility of effectively managing and motivating the employee for purpose of achieving productivity.

Competitive advantage of a firm entails an attribute which enables a company to outperform its competitors such as Increasing customer-base over other firms.

Therefore, when the firm HR drives the employees, productivity will be achieved which will then create an advantage of competition over other firms.

Learn more about this here

brainly.com/question/17869281

8 0

3 years ago

A series of monthly cash flows is deposited into an account that earns 12% nominal interest compounded monthly. Each monthly dep

nirvana33 [79]

Answer:

The amount left in the account after last withdrawal is $61,945

Explanation:

The first monthly deposit occurred on June 1, 2008 and the last monthly deposit will be on January 1, 2015 = 80 deposit

Monthly deposit = 2,100

Interest rate = 12% / 1% per month

Firstly, we calculate the future worth of the monthly deposit

FW = A(F/A, i, n)

A = 2,100, i = 1%, n= 80

FW = $2100*[(1+0.01)^80 - 1 / 0.01]

FW = $2100*[2.216715 - 1 / 0.01]

FW = $2100*(121.671)

FW = $255,509.10

We calculate the effective interest rate

i(effective) = (1 + i nominal monthly interest rate)^n - 1

i `%, n = 3(no of months in quarter)

i (effective) = (1+0.01)^3 - 1

i (effective) = (1.01)^3 - 1

i (effective) = 1.030301 - 1

i (effective) = 0.030301

i (effective) = 3.0301%

The effective quarterly interest rate is 3.0301%

We calculate the future worth of the quarterly drawings

FW = A[(1+i)^n - 1 / i]

A = 5,000(drawing), i = 3.0301%, n = 26(number of drawings)

FW = 5,000*[(1+0.030301)^26 - 1 / 0.030301]

FW = 5,000*[2.17303717 - 1 / 0.030301]

FW = 5,000*(38.71282)

FW = $193,564.10

The future worth of the quarterly withdrawal is $193,564.10

We calculate the amount left in the account after last withdrawal

Amount left in account = FW(monthly deposits) - FW(quarterly drawings)

Amount left in account = $255,509.10 - $193,564.10

Amount left in account = $61,945

Thus, the amount left in the account after last withdrawal is $61,945

6 0

3 years ago