2 years ago

Why is it important to plan early for your retirement?

1 answer:

8 0

It is quite important to begin to plan early for your retirement In order to take advantage of the power of compounding.

<h3>Why should you plan early for retirement?</h3>

When you start planning early for retirement, you get to invest funds earlier and leave them to grow for longer.

This means that you can take advantage of the power of compounding, in that your investment will compound for longer and accumulate to higher levels.

Find out more on compounding at brainly.com/question/24924853.

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Neal Enterprises common stock is currently priced at $36.80 a share. The company is expected to pay $1.20 per share next month a

yanalaym [24]

Answer:

The cost of equity for Neal Enterprises is 5%

Explanation:

In order to calculate the cost of equity for Neal Enterprises we would have to make the following calculation:

cost of equity=((Do(1+g)/Po)+g

According to givn data we have the following:

Do=$1.20

Po=$36.80

g=2%

cost of equity=((1.20(1+0.02)/36.80-1.20)+0.02

cost of equity=((1.20(1+0.02)/35.60)+0.02

cost of equity=0.05

The cost of equity for Neal Enterprises is 5%

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3 years ago

If Morton Company expects to sell VCR’s at $100 a unit with variable costs of $60 per unit and DVD’s at $200 per unit with varia

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Answer:

$72

Explanation:

To calculate the weighted contribution margin we can use the following formula:

[(sales price A - variable cost A) x proportional sales A] + [(sales price B - variable cost B) x proportional sales B]

= [($200 - $120) x 80%] + [($100 - $60) x 20%] = $64 + $8 = $72

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3 years ago

What is the BEST way to stay organized? Person with a descriptive and correct one sentence answer will receive brainliest for th

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A tile manufacturer has supplied the following data: Boxes of tiles produced and sold 520,000 Sales revenue $ 2,132,000 Variable

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3 years ago

Several years ago, The Wall Street Journal reported that the winner of the Massachusetts State Lottery prize had the misfortune

lorasvet [3.4K]

Answer:

the present value of the annuity = $4,523,638

Explanation:

this is an ordinary annuity:

annual payment = $9,420,713 / 20 = $471,035.65

number of periods = 19 periods

interest rate = 8%

therefore, the present value annuity factor = 9.6036

the present value of the annuity = $471,035.65 x 9.6036 = $4,523,637.97 ≈ $4,523,638

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3 years ago