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yawa3891 [41]
2 years ago
8

B.F. Retread, a tire manufacturer, wants to select one of three feasible prototype designs for a new tire; A, B, C. Revenues Low

(0.30) Medium (0.50) High (0.20) A 120,000 255,000 390,000 B 130,000 295,000 460,000 C 100,000 300,000 480,000 What is the minimum expected opportunity loss?
Business
1 answer:
Zarrin [17]2 years ago
4 0

Answer:

Minimum Expected opportunity loss is design A = $241,500

Explanation:

Designs     Revenues   probability     expected Revenue

A               $120,000       0.3                $36,000

                $255,000       0.5                $127,500

                $390,000       0.2                $78,000

Total                                                                                  241,500

B              $130,000        0.3                 $39,000

               $295,000       0.5                  $147,500

               $460,000       0.2                  $92,000

Total                                                                                  278,500

C            $100,000        0.3                    $30,000

             $300,000        0.5                    $150,000

             $480,000         0.2                   $96,000

Total                                                                                 276,000

Design A and Design C are both opportunity losses but between the two opportunity losses Design A is the minimum expected opportunity Loss.

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Berry, the seller, wants Paul, the broker, to change from a single agency relationship to a transaction broker. Paul agrees to d
Scorpion4ik [409]

Answer:

Before the listing agreement is signed.

Explanation:

A listing agreement is a contract between a property owner and a real estate broker asking the real estate broker to get a buyer for his or her property. The property owner implements the listing agreement so as to empower the real estate broker to act in the capacity of the agent to the owner in the course of trying to sell the property. Generally certain commission is paid to the real estate broker by the property owner.

8 0
2 years ago
The manager of a canned-food processing plant has two labeling machine options. On the basis of a rate of return analysis with a
GREYUIT [131]

The manager of a canned-food processing plant has two labeling machine options. on the basis of a rate of return analysis with a marr of 20% per year, determine (a) which model is economically better, and (b) if the selection changes, provided both options have a 4-year life and all other estimates remain the same.

Answer:

The answer is below

Explanation:

First, compare the present values (PV) of all the expenses of all the investments to make an investment decision.

Given the formula of PV = ((C1/(1+r)1) + ((C2/(1+r)2) + ((C3/(1+r)3) +…….+ ((Cn/(1+r)n) + present value of investment – present value of the salvage value

Where, Cn equals to the expense incurred in the nth period and r is the rate of interest per period.

Therefore, for Machine A, present value of the expenses is

= ((1600/(1+0.20)1) + ((1600/(1+0.20)2) + 15,000 – ((3000/(1+0.20)2)

= 1333.33 + 1111.11 + 15000 – 2083.33

= 15361.11

For Machine B, present value of the expenses is

= ((400/(1+0.20)1) + ((400/(1+0.20)2) + ((400/(1+0.20)3) + ((400/(1+0.20)4) + 25,000 - ((4000/(1+0.20)2)

= 333.33 + 277.77 + 25,000 – 2777.77

= 22833.33

Therefore, it is shown that, Machine A is the least cost alternative and should be selected.

5 0
2 years ago
​bill's organization expects​ 50% of profits to be generated by products that did not exist five years ago. what is the nature o
Elena-2011 [213]
The nature of the program that the organization's managers are likely to follow is INNOVATIVE. The organization's manager wanted to improve the products and set a goal to reach so that the employee will do their best to reach the goal that they didn't exist five years ago.
6 0
2 years ago
A graphics reproduction firm has four units of equipment that are automatic but occasionally become inoperative because of the n
elena55 [62]

Answer:

(a) Average number of unit in line  = 0.256

(b) Average number of unit in operation= 3.209

(c) Average number of unit being service in operation = 0.535

Explanation:

Given Data:

Number of machine N = 4

Number of attendant (S) = 1

Service time (T)= 5 mins

Time required by the machine before servicing = 30 mins

Calculating the service factor (X) using the formula;

X = T/(T+U)

    = 5/(5+30)

    = 5/35

     = 0.1429

(a) Calculating the average number of unit in line (L) using the formula;

L = N* (1-F)

where, N = Number of unit

F = efficiency factor

L = average number of unit in line

Using the finite queuing table at X = 0.1429 and S = 1,

Efficiency factor = 0.936

Substituting, we have;

L = 4*(1-0.936)

   = 4* 0.064

   = 0.256

(c) Calculating the average number of unit being service in operation (H) using the formula;

H = N*F*X

   = 4 *0.936*0.1429

   = 0.535

(b) Calculating the average number of unit in operation using the formula;

Average number of unit in operation= Number of unit-down unit

But down unit = L+H

The formula becomes;

Average number of unit in operation= Number of unit-(L+H)

                                                             = 4 - (0.256+0.535)

                                                             = 4-0.791

                                                             = 3.209

6 0
2 years ago
Cold Boxes Ltd. has 100 bonds outstanding (maturity value = $1,000). The nominal required rate of return on these bonds is curre
pentagon [3]

Answer:

correct option is c.4%

Explanation:

given data

maturity value = $1,000

nominal rate of return r = 10 percent  = 5 % semi annually = 0.05

mature time t = 5 years  = 10  semi annually

current market value = $768

solution

we apply here present value formula that is

present value = coupon rate × maturity value × \frac{1-(1+r)^{-t}}{r} + \frac{mature\ value}{(1+r)^{-n}}   ..............1

put here value and we get

$768 =  coupon rate × $1000 ×  \frac{1-(1+0.05)^{-10}}{0.05} ×  \frac{1000}{(1+0.05)^{-10}}

solve it we get

coupon rate  = 1.99549 %  Semi-annual

so here annual coupon interest rate is = 2 × 1.99549 %

annual coupon interest rate is 3.99 = 4%

so correct option is c.4%

8 0
2 years ago
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