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nignag [31]
3 years ago
7

Gilberto Company currently manufactures 40,000 units per year of one of its crucial parts. Variable costs are $1.60 per unit, fi

xed costs related to making this part are $40,000 per year, and allocated fixed costs are $30,000 per year. Allocated fixed costs are unavoidable whether the company makes or buys the part. Gilberto is considering buying the part from a supplier for a quoted price of $2.70 per unit guaranteed for a three-year period.
Required:
a. Calculate the total incremental cost of making 40,000 and buying 40,000 units. Should the company continue to manufacture the part, or should it buy the part from the outside supplier?
Business
1 answer:
mestny [16]3 years ago
5 0

Answer:

It is cheaper to make the part. In three years the company will save $12,000.

Explanation:

Giving the following information:

Units= 40,000

Variable costs= $1.60 per unit

Fixed costs= $40,000 per year

Gilberto is considering buying the part from a supplier for a quoted price of $2.70 per unit guaranteed for three years.

We need to calculate the total cost of making and buying the part.

Make in-house:

Total cost= 1.6*40,000 + 40,000= $104,000

Buy:

Total cost= 40,000*2.7= $108,000

It is cheaper to make the part. In three years the company will save $12,000.

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Daniel [21]
I think it could possibly be d?
5 0
3 years ago
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Jacob needed money for some unexpected expenses, so he borrowed $5,890.25 from a friend and agreed to repay the loan in seven eq
Anna11 [10]

Answer:

OPTION C i.e 11%

Option A i.e 30.55 year

Explanation:

we know that capital can be calculated as

Capital = EMI \times PVIFA

capital = EMI \times \frac{(1+r))^n -1}{r (1+r)^n}

from the data given in question we can calculate the value of r

so

5890.2 = 1250 \times \frac{(1+r))^7 -1}{r (1+r)^7}

4.7122 = \frac{(1+r))^7 -1}{r (1+r)^7}

solving for r we get

r = 11%

option C

we know that

Total\ saving  =  cash flow \times FVIFA

                      = Cash\ flow \times \frac{(1+r)^n -1}{r}

from the data given we can evealueate the value of n

8,452,622 = 40,000 \times \frac{(1.11)^n -1}{0.11}

\frac{8452622}{40000}\times 0.11 = (1.11)^n -1

solving for n we get

n = 30.55 year.

Option A

4 0
3 years ago
When the value of investment A changes more and faster than the value of investments B and C, investment A has a higher _____.
Talja [164]
I think the most appropriate answer would be D. As other answers has nothing to do with this question.



I hope it helped you!
4 0
3 years ago
Q 10.7: Melbee Farms is considering purchasing a new combine that would help them finish their harvesting faster, thus allowing
LUCKY_DIMON [66]

Answer:

Discounted payback period= 3 years 1 month

Explanation:

The discounted payback period is the estimated length of time in years it takes the present value of net cash inflow from a project to equate the net cash the initial cost  

To work out the discounted payback period, we will compute present value of the cash inflow and then determine how long it will take for the sum to be equal to the initial cost. This is done as follows:

Year     Cash flow     DF        Present value  

0           487,000 × 1          = (487,000)

1          157,000 × 1.07^(-1) = 146,729.0

2         182,000 × 1.07^(-2) = 158965.8

  3         202,000 × 1.07^(-3) = 164,892.2

4         213,000  × 1.07^(-4) =162,496.7

Total PV for 2 years = 146729 +158965+164892= 470587.0

Balance of cash flow remaining to equal  =  487,000-470587 = 16413.0

 Discounted payback period = 3 years + 16413.0 /162,496.7 × 12 months

= 3year , 1.2months

Discounted payback period= 3 years 1 month

5 0
3 years ago
2. The Jasmine Tea Company purchased merchandise from a supplier for $43,338. Payment was a noninterest-bearing note requiring J
cestrela7 [59]

Answer:

3%

Explanation:

Given the following :

Purchased merchandise = $43,338

Number of payments required = 6

Payment per period = $8,000

PV factor (PVIFA) = (purchased merchandise / payment per period)

PVIFA = (43,338 / 8000) = 5.41725

Using the PVIFA table, we locate the interest rate on PVIFA factor of 5.41725 for a period of 6 years.

For PVIFA of 5.4172, the interest rate is 3%

Hence the implicit Interest t rate = 3%

PVIFA = [1 - (1+r)^-n] ÷ r

4 0
3 years ago
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