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AysviL [449]
3 years ago
5

A new packaging machine will cost $57,000. The existing machine can be sold for $5,000 now and the new machine for $7,500 after

its 10-year useful life. If the new machine reduces annual expenses by $5,000, what is the present worth at 25% of this investment?
Business
1 answer:
lesya [120]3 years ago
4 0

Answer:

Our answer is  $ 33,342

Explanation:

Initial investment = Cost of new machine - Salvage value of old machine = $ 57,000 - $ 5,000 = $ 52,000

Annual cost savings = $ 5,000

Present value of cash savings at a discount rate of 25% = Annuity x PVIFA 25%, 10 years + Salvage x PVIF 25%, 10th year= $ 5,000 x 3.5705 + $ 7,500 x 0.1074 = $ 17,852.5 + $ 805.5 = $ 18,658

Net present value = Present value of cash savings - Initial investment = $ 18,658 - $ 52,000 = $ ( 33,342 )

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valkas [14]

Answer:

Sure! What about?

Explanation:

3 0
3 years ago
At december 31, gill co. reported accounts receivable of $244,000 and an allowance for uncollectible accounts of $1,350 (credit)
konstantin123 [22]
Given:
<span>accounts receivable of $244,000
allowance for uncollectible accounts of $1,350 (credit)

1% of the accounts receivable should be the value of the allowance for uncollectible accounts. 

244,000 x 1% = 2,440

2,440 - 1,350 = 1,090

Adjusting entry:
                                           Debit                    Credit
Bad Debt Expense             1,090
        Allowance for uncollectible accounts       1,090</span>
4 0
3 years ago
J has a whole life policy with a return of premium rider. Which of the following would best describe this rider?
mixas84 [53]

Answer:

The correct answer is:

A term rider on a permanent policy.

Explanation:

A return of premium rider refers to the case when the insured adds some additional clauses to the normal policy for an extra cost. A rider is obtained considering a specific period of time in which the policy would be paid to the beneficiaries in case of death, sickness or disability of the insured person. In case that the insured subject lives more than the pre-established period of time the amount that he paid for the return of premium rider would be given back to him. For example if J pays $50 monthly for a 30 years life term policy and he lives after that period of time, he will receive $18.000 at the end of the contract as a premium return.

4 0
3 years ago
Perez Company reported the following data regarding the product it sells: Sales price $ 56 Contribution margin ratio 25 % Fixed
suter [353]

Answer:

Contribution margin ratio = 1 - variable cost ratio

                                          = 25%

(a) Break\ even\ in\ dollars=\frac{fixed\ costs}{contribution\ margin}

Break\ even\ in\ dollars=\frac{350,000}{0.25}

                                            = 1,400,000

 Break\ even\ in\ units=\frac{Break\ even\ in\ dollars}{sales\ price}

 Break\ even\ in\ units=\frac{1,400,000}{56}

                                           = 25,000

(b) For profit of $42,000,

sales=\frac{Profit+fixed\ cost}{contribution\ margin\ ratio}

sales=\frac{42,000+350,000}{0.25}

               = 1,568,000

In\ units=\frac{sales}{sales\ price}

In\ units=\frac{1,568,000}{56}

                    = 28,000

(c) variable cost = sales price × variable cost ratio

                           = $56 × 75%

                           = $42

New contribution margin = \frac{New\ sales\ price-variable\ cost}{New\ sales\ price}

New contribution margin = \frac{70-42}{70}

                                          = 0.4

                                          = 40%

New\ Break\ even\ in\ dollars=\frac{fixed\ costs}{contribution\ margin}

New\ Break\ even\ in\ dollars=\frac{350,000}{0.4}

                                                        = $875,000

New\ Break\ even\ in\ units=\frac{New\ Break\ even\ in\ dollars}{New\ sales\ price}

New\ Break\ even\ in\ units=\frac{875,000}{70}

                                                    = 12,500

3 0
3 years ago
The bond has a 12% annual coupon rate, a $1,000 par value, it matures in 15 years and pays coupon quarterly. The current bond pr
Vladimir79 [104]

Answer:

A. 14.28%

Explanation:

As per Approximation formula,

Quarterly yield = (A + B / C) * 100

A = Quarterly coupon = 12% of 1,000 / 4 =30

B = (Redemption - Price value / Number of coupon) = (1,000 - 900) / (15 * 4)

= 1.667

C= (Redemption value + Price / 2) = 1,000 + 900 / 2 = 1,900 /2 =  950

Quarterly yield = 30 + 1.66667 / 950 = 31.6667 / 950 = 0.03333

Quarterly yield = 3.33%

Using the calculator, we get exact Ytm quarterly = 3.3925%

Effective amount yield = {(1 + 0.033925)^4 - 1} * 100

Effective amount yield = 0.142762 * 100

Effective amount yield = 14.2762%

Effective amount yield = 14.28%

4 0
3 years ago
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