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Sedbober [7]
3 years ago
5

Which of the following statements is true? The lower the discount rate that funds are invested at, the greater the future value.

The shorter the time period that funds are invested, the greater the future value. The higher the interest rate, the slower the value of an investment will grow. The longer the time period that funds are invested, the greater the future value.
Business
1 answer:
Snowcat [4.5K]3 years ago
8 0

Answer: The longer the time period that funds are invested, the greater the future value.

Explanation:

When we are discussing about the time value of money, we are simply saying that it's better for one to have money today than wait till the future to have that particular amount of money. For example, if someone tells you to either collect $100 today or wait till next month to collect the $100 bill. According to the time value of money, it's better to collect it now as the person can invest with it and by the time it's a month, the value of the money will be more than $100.

The longer the time period that funds are invested, the greater the future value. This is because for example if for example one keeps $100 for 1 year at 6% per annum, the interest will be $6 for a year but if it's kept for 5 years, the simple interest will be $30.

This shows that the longer the time period that funds are invested, the greater the future value.

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Suppose that national income in a country is $300 billion, taxes paid by households is $130 billion, household consumption is $1
zhenek [66]

Answer:

$180 billion

Explanation:

The consumption is an act of spending the money from an income. The marginal propensity to consume is the proportion increase in the amount that a consumer is spending. The savings then decline if the consumption increases. In the given scenario the consumption will not raise even if there is an increase in national income and taxes are kept fixed at previous level. This is because marginal propensity to consume is same.

5 0
3 years ago
Meiji Isetan Corp. of Japan has two regional divisions with headquarters in Osaka and Yokohama. Selected data on the two divisio
abruzzese [7]

Answer:

Please check the info below

Explanation:

1. For Osaka

Margin =  Net Operating Income / Sales *100

= $ 792000 / $9900000 *100

= 8.00%

Turnover = Sales / Average Operating Assets * 100

= $ 9900000 / $ 2475000 * 100

= 4.00%

ROI =  Margin * Turnover

= 8% *4 %

= 32.00%

Hence the correct answer is 32.00%

For Yokohama :

Margin =  Net Operating Income / Sales *100

= $ 2900000 / $ 29000000*100

= 10.00%

Turnover = Sales / Average Operating Assets * 100

= $ 29000000 / $ 14500000* 100

= 2.00%

ROI =  Margin * Turnover

= 10% *2 %

= 20.00%

Hence the correct answer is 20.00%

2. The correct answer is  

Osaka = $ 371,250

Yokohama = $ 435,000

3. The correct answer is No

This is because since Osaka has a higher ROI, Yokohama’s greater amount of residual income is not an indication that it is better managed

4 0
3 years ago
Your interest rate on your loan with the credit company can go up big time if you make late payments,or go over your credit limi
andreev551 [17]

Answer: go over your credit card limit

Explanation:if you go over your credit card limit you now owe more money to the bank.

3 0
3 years ago
A print ad usually includes which two things?
barxatty [35]

Answer:

A. Images and text

Explanation:

7 0
4 years ago
Adele Corp., a wholesaler of music equipment, issued $32,700,000 of 20-year, 6% callable bonds on March 1, 20Y1, at their face a
kirill115 [55]

Answer:

20Y1

Mar 1

Dr Cash 32,700,000

Cr Bonds payable 32,700,000

Sept 1

Dr Interest expense 981,000

Cr Cash 981,000

20Y2

Sept 1

Dr Bonds payable $32,700,000

Cr Loss on Redemption of Bonds 654000

Cr Cash 33,354,000

Explanation:

Adele Corp. Journal entries

20Y1

Mar 1

Dr Cash 32,700,000

Cr Bonds payable 32,700,000

Sept 1

Dr Interest expense 981,000 ($32,700,000*6%/2)

Cr Cash 981,000

20Y2

Sept 1

Dr Bonds payable $32,700,000

Cr Loss on Redemption of Bonds 654,000

Cr Cash 33,354,000 ($32,700,000*1.02)

5 0
3 years ago
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