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scoundrel [369]
3 years ago
15

Meena Distributors has an annual demand for an airport metal detector of 1 comma 360 units. The cost of a typical detector to Me

ena is ​$400. Carrying cost is estimated to be 18​% of the unit​ cost, and the ordering cost is ​$23 per order. If Purushottama Meena​, the​ owner, orders in quantities of 300 or​ more, he can get a 9​% discount on the cost of the detectors. Should Meena take the quantity​ discount? What is the EOQ without the​ discount?
Business
1 answer:
Nata [24]3 years ago
7 0

Answer:

1. Meena should take the quantity discount since with such discount the EOQ will rise by just 1 unit from 20.5units to 21.5 units and a net gain of $49.18.

2. The EOQ without discount will be 20.5 units

Explanation:

EOQ=Square root of ((2xordering cost x demand)/ (Carrying cost))

Gains of accepting discount will be

i. ordering cost savings= (demand/quantity order) x ordering cost

                                       = (660/360)*23=$42.16

ii. Price saving per item=0.18 x 660       =$118.80

total gain                                                   =$160.96

iii. Stockholding cost   =300 x (23 x 0.91 ) x 0.18=$1,130.22

iv. Additional cost incurred by increasing order= 1,130.22-(300 x 23 x0.18)

  =$111.78

Net gain= 160.96-111.78

              = $49.18

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2 years ago
Golden Eye Co., a hi-tech satellite company, has asked you to value the company for possible cross-listing in the U.S. The compa
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Answer:

Explanation:

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                          1                         2                   3

EBIT                  540                   680                750

<u>Tax at 36%    (0.36*540)       (0.36*680)        (0.36*750)    </u>

Less:               345.6                  435.2            480

Net Capital -

Spending            150                   170                 190

<u>Change in NWC    70                    75                  80      </u>

Less:                    125.6              190.2                210

The terminal value at the end of T =(3  years) is:

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= \dfrac{250}{0.1643-0.04}

= \dfrac{250}{0.1243}

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Years                  Free Cash Flow        PVIF           PV

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2                         190.2                        0.7377         140.31

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<u>Value of the firm   ⇒                                               $1655.58</u>

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