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2 years ago

If you begin investing at age 25 instead of age 20, how much more do you need to invest per month to have $1M at retirement?

1 answer:

8 0

The logic behind saving for retirement is that the earlier one begins saving for retirement, the lesser amount they will have to save monthly. From the graph given, the answer to how much more you need to invest per month to have $1M at retirement is;

$140

Assuming a 6% investment on return, the individual will have to save $360 monthly to have $1,000,000 at the retirement age of 67.

If he, however, waits till the age of 25 to begin saving, he will have to save $500 which is $140 more than he would have saved from the age of 20.

So, to save less per month, you need to start at an early age.

Learn more here:

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Ian is a uniquely good position here: the truth happens to be one of the best explanations he could possibly give. The fact that he quit his job to look after his sick mother, assuming that his former employer has positive things to say about him, is a solid reflection of his character and a sign that he was out of the job market not due to a lack of options, but a need to take care of a sick family member.
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3 years ago

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3 years ago

Mills Corporation acquired as a long-term investment $200 million of 7% bonds, dated July 1, on July 1, 2018. Company management

Evgen [1.6K]

Answer:

investment on bonds 200 millions

premium on bonds 40 millions

cash 240 millions

to record the purchase of bonds

cash 7 millions

interest revenue 6 millions

premium on bonds 1 million

interest proceeds of december 31th

Balance sheet:

bonds 200

premium 39

net 239

cash 250 millions

investment on bonds 200 millions

premium on bonds 39 millions

gain on sale of invesment 11 millions

to record the sale of bonds

Explanation:

recording the bonds:

acquisition 240

bonds face value (200)

premium 40

It is a premium, as the bonds where purchased at higher price than face value

Interest at December 31th

To calculate the interest, we will calcualte the interest per payment:

7% annual coupon rate /2 payment per year = 3.5% semi-annual rate

5% market rate /2 payment per year = 2.5% semi-annual market rate

cash proceeds: 200 x 3.5% = 7

interest revenue:

carrying value x market rate

240 x 2.5% = 6

amortization 7 - 6 = 1

Value in the balance sheet:

the net value of the bond will be the face value plus the carrying value of the premium

Sale of the bonds:

selling price 250

carrying value of the bonds (239)

gain on sale of bonds 1 1

It is a gain, as the bonds are being sold at a higher price than his carrying value.

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3 years ago

Match each term with the best definition given blow. Note: Not all definitions will be used.

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Answer:

1. Allocation Base

Definition: A measure that causes or influences the incurrence of a cost.

2. Direct Labor Time

Definition: A source document that shows how a worker spent time each week.

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Definition: Costs not easily traceable to producing a product, job or service.

4. Job Coat Shoot

Definition: A detailed record of costs incurred to complete a specific job.

5. Job Order Costing

Definition: An accounting system used by companies that offer customized or unique products or services.

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Definition: A form that lists the quantity of direct materials to be used in a job.

7. Overapplied Overhead

Definition: The amount of actual overhead is less than the applied overhead.

8. Underapplied Overhead

Definition: The amount of actual overhead is greater than the applied overhead.

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2 years ago

Bella Donna Company has 100,000 shares of $3 par common stock issued and outstanding as of January 1, 2018. The shares were orig

kondaur [170]

Answer:

The balance in the paid in capital in excess of par will be $478,950.

Explanation:

As 4,210 shares is retired and each shares carries a $5 Paid-in capital in excess of par ( Issued price - Par value = $8 - $3 = $5), the retirement of 4,210 shares will include the clear of 4,210 x 5 = $21,050 in Paid-in capital in excess of par.

The beginning balance of the Paid-in capital in excess of par account = (8 -3) x 100,000 = 300,000

=> The remaining balance of the Paid-in capital in excess of par account = 500,000 - 21,050 = $478,950.

So, the answer is $478,950.

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2 years ago