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vesna_86 [32]
1 year ago
13

An investment project has annual cash inflows of $2,800, $3,700, $5,100, and $4,300, for the next four years, respectively. The

discount rate is 11 percent. What is the discounted payback period for these cash flows if the initial cost is $5,200
Business
1 answer:
lubasha [3.4K]1 year ago
6 0

Answer:

Discounted payback period = 1.89 years

Explanation:

If Initial cost is $5,200

Year  Cash flow   Present value   Present value      Discounted

                                 at 11%                                       Cumulative cash flow

0          -5,200             1                      -5,200              -5,200

1            2,800           0.9009             2,523               -2,677

2           3,700           0.811                  3,003                326

3            5,100           0.73126              3,729                4,055

4            4,300          0.6587               2,833                6,887

Discounted payback period = 1 + (2,667/3003)

=1.89 years

Working

PV= (1+i)^-n

i= 11%, n= respective years 0,1,2,3,4

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Answer: a.Working to ensure that all variances are favorable.

Explanation:

Variance Analysis is an analysis of the difference between planned and actual numbers. For example of $599 was budgeted for bills but only $500 was paid, $99 would be the Variance.

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Option A is not included therefore it is the correct option.

If you require any further clarification do react or comment.

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1 year ago
A North Face retail store in Chicago sells 500 jackets each month. Each jacket costs the store $100 and the company has an annua
algol13

Answer:

1) What is the annual holding and ordering cost?

annual ordering cost = $100 x 12 = $1,200

annual holding cost = ($100 x 25%) x [500 x 1/2(average inventory)] = $6,250

total $7,450

2) On average, how long does a jacket spend in inventory?

= 30 days / 2 = 15 days

3) If the retail store wants to minimize ordering and holding cost, what order size do you recommend?

economic order quantity (EOQ) = √[(2 x annual demand x order cost) / annual holding cost per unit]

EOQ = √[(2 x 6,000 x 100) / 25] = √48,000 = 219.09 units ≈ 219 units

4) How much would the optimal order reduce holding and ordering cost relative to the current policy?

EOQ = 219

total number of orders = 6,000 / 219 = 27.4 per year

average inventory = 219 / 2 = 109.5 units

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annual holding cost = ($100 x 25%) x 109.5 = $2,737.50

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In 2017 Sabrina earned an annual salary of $100,000 as an engineer. In 2018, her income rose to $105,000. The inflation rate in
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Answer:

Change in Nominal income = 5%

Change in real income = 2.9 %

Explanation:

<em>Real income </em><em>is the amount of basket of goods and services that can be actually purchased . It is the nominal income adjusted for inflation.</em>

<em>Real income = (CPi in base base year/ CPI current year) × Nominal income </em>

Real income for Sabrina

= (100/102) × 105,000

= 102,941.1765

<em>Change in real income</em> = (102,941.1765 -100,000)/100,000

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Answer:

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