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barxatty [35]
2 years ago
6

A 3-year insurance policy costing $1,164 is taken out november 1, 1995. the property was sold on may 15, 1996, and the day of cl

osing belongs to the buyer. if the buyer assumes the policy, what the should the buyer pay the seller at closing, using the 30-day month method?
Business
1 answer:
Debora [2.8K]2 years ago
7 0

To solve: If we assume there are 30 days in the month then the policy was held by the original owner from November 1st – May 15th which is 195 days. Assuming there are 30 days in the month there are 360 days in the year and that is equal to 1,080 for the insurance policy. If we divide the price of the policy, $1,164 by the amount of days the policy will be held for 1,080 then the policy is worth $1.08 a day. Next, take the amount of days the original owner held the policy and multiply it by the amount per day the policy costs (195)($1.08) = $210.60 Then, we need to subtract $210.60 from the full cost of the policy ($1,164 - $210.60) = $953.40 The buyer should pay the seller $953.40 at closing.

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Answer:

a) using the 2020 tax schedule:

Emily's taxable income = $153,800 - $12,200 = $141,600

Emily's tax liability = $14,605.50 + [($141,600 - $85,525) x 24%] = $28,063.50

Emily's after tax compensation = $153,800 - $28,063.50 = $125,736.50

b and c ) if Emily (or Rick?) get a $102,500 offer that includes benefits worth $4,900 that are not taxable:

taxable income = $102,500 - $12,200 = $90,300

tax liability = $14,605.50 + [($90,300 - $85,525) x 24%] = $15,751.50

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5 0
2 years ago
Indigo Ink Supply paid a dividend of $4.5 last year on its common stock. It is expected that this dividend will grow at a rate o
Anestetic [448]

Answer:

D1 = $4.86

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D5 = $6.61

D6 =  $6.85

Explanation:

Dividend paid by Indigo Ink Supply at year 0 = Do =  $4.5

Growth rate for the first five years = 8%

Growth rate for the sixth year = 3.6%

The dividend paid out for the next six years are,

D1 = Do(1+ growth rate)

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D3 = $5.25(1+8%) = $5.67

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D5 = $6.12(1+8%) = $6.61

D6 = $6.61(1+3.6%) = $6.85

4 0
2 years ago
Consider the all-units quantity discount schedule below. The annual demand is 90,000 units, setup cost is $1000 per order, and a
umka2103 [35]

Answer:

Using the lowest price of $210 offered by the supplier                                                                              

Annual demand (D) = 90,000 units

Set-up cost per order (S) = $1,000

Holding cost per item per annum =  30% x $210 = $63

EOQ = √<u>2DS</u>

                H

EOQ = √<u>2 x 90,000 x $1,000</u>

                   63

EOQ = 1,690 units

The correct answer is C

Explanation:

In this case, there is need to calculate the EOQ using the least price offered by the supplier. The least price gives the minimum total cost. EOQ is calculated as: 2 multiplied by annual demand and set-up cost divided by holding cost. The EOQ of 1,690 units gives the least total cost and thus recommended.

4 0
2 years ago
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Answer and Explanation:

The preparation of the analysis  showing whether the old machine should be retained or replaced is presented below:

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                  ($520,000 × 3 years)       ($410,000 × 3 years)

Cost of the new

machine                                                         $300,000                        -$300,000

Net change                                                                                               $30,000

As we can see the amount comes in positive which reflects that the machine should be replaced

3 0
2 years ago
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Answer:

$5,000 increase

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