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kicyunya [14]
3 years ago
13

You plan to invest $600 in your savings account this year and then you intend to increase the amount that you invest by 3% each

year. If you invest in a savings account each that earns an effective annual interest rate of 7% how much money will you have in your account in 16 years?
Business
1 answer:
koban [17]3 years ago
7 0

Answer:

The correct answer is $20,211.84.

Explanation:

According to the scenario, the given data are as follows:

Payments (PMT) = $600

Interest rate = 7%

Growth rate = 3%

Time = 16 yeras

So, future value of growing annuity can be calculated by using following formula :

FV of growing annuity = Payment × ((1+ interest rate)^n - (1 + Growth rate)^n) / (Interest rate - Growth rate)

= 600 × ((1.07)^16 - 1.03^16) / (.07 - .03)

= 600 × ( 2.95216374857 - 1.6047064391 ) / (0.04)

= 600 × 33.6864

= $20,211.84

Hence, the correct answer is $20,211.84.

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The budgeted unit sales of Weller Company for the upcoming fiscal year are provided below:1st Quarter 2nd Quarter 3rd Quarter 4t
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Total cost= $392,500

Explanation:

Giving the following information:

1st Quarter= 24,000 units

2nd Quarter= 25,000

3rd Quarter= 21,000

4th Quarter= 22,000

The company's variable selling and administrative expense per unit is $2.30.

Fixed selling and administrative expenses include advertising expenses of $9,000 per quarter, executive salaries of $44,000 per quarter. Also, the company will make insurance payments of $4,000 in the first quarter and $4,000 in the third quarter. Finally, property taxes of $8,600 will be paid in the second quarter.

We will assume that insurance and taxes are for offices and properties of the selling and administrative department.

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Variable cost= 2.3*24,000= 55,200

Fixed expense= 9,000 + 44,000= 53,000

Insurance= 4,000

Total= $112,200

2nd quarter:

Variable cost= 2.3*25,000= 57,500

Fixed expense= 9,000 + 44,000= 53,000

Property taxes= 8,600

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3rd quarter:

Variable cost= 2.3*21,000= 48,300

Fixed expense= 9,000 + 44,000= 53,000

Insurance= 4,000

Total= $105,300

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Total= $103,600

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Answer:

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Giving the following information:

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To determine the number of units required, we need to use the break-even point formula, including the desired profit.

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