Question

In: Accounting

1. An entity manufactures 4 products: A C E F CM/Unit $21.16 $30.93 $26.07 $36.62 Kg...

1. An entity manufactures 4 products:

A

C

E

F

CM/Unit

$21.16

$30.93

$26.07

$36.62

Kg of Y used

1

6

10

2

KG of X used

3.00

4.00

8.32

7.89

Expected demand (units)

3880

1831

953

3867


Material X is very scarce and it is anticipated that only 24324 kg will be available next year. There is expected to be 200,000 kg of material Y available. What is the maximum contribution margin that can be achieved next year?

Select one:

a. $280343

b. $223087

c. $155529

d. $163611

2.

Duvel Ltd. currently manufactures three products: X, Y, and Z. Results from the previous fiscal year for these products are presented below:

Product X

Product Y

Product Z

Sales - units

7262

5170

9810

Sales price per unit

$76

$42

$64

Variable cost per unit

$56

$35

$34

Fixed costs

$94419

$58822

$159089

Duvel is considering eliminating Product Y in order to focus their efforts on its other two products.

The discontinuation of Product Y is expected to cause the following changes:

A 16% increase in the production and sales of Product X

A 6% decrease in the production and sales of Product Z

63% of the fixed costs of Product Y will be eliminated


What is the incremental (change in) income of the company if Product Y is discontinued?

Select one:

a. $887

b. $6448

c. $-30610

d. $42638

Solutions

Expert Solution

1. d. $163611

A C E F Total
CM/Unit $21.16 $30.93 $26.07 $36.62
Expected Demand 3880 1831 953 3867
Kg of Y used 1 6 10 2
Total Y 3880 10986 9530 7734 32130
Kg of X used 3 4 8.32 7.89
Total X 11640 7324 7928.96 30510.63 57403.59
CM/Kg of X required $7.05 $7.73 $3.13 $4.64
Ranking 2 1 4 3
Products as per Ranking C A F E
Total Kg of X available 24324 17000 5360 0
Used for Production 7324 11640 5360 0
Balance for next best product 17000 5360 0 0
Units Produced 1831 3880 679 0
CM/Unit $30.93 $21.16 $36.62 $26.07
Total CM $56,632.83 $82,100.80 $24,877.47 $0.00 $1,63,611

2. b. $6448

Existing Income:

X Y Z Total
Sales-Units 7262 5170 9810
Sales price per unit $76 $42 $64
Variable cost per unit $56 $35 $34
Contribution p.u $20 $7 $30
Total Contribution $1,45,240 $36,190 $2,94,300 $4,75,730
Fixed Cost $3,12,330
Net Income $1,63,400

Change in Income:

X Z Total
Sales-Units 8424 9221 =7262*(1+16%);=9810*(1-6%)
Sales price per unit $76 $64
Variable cost per unit $56 $34
Contribution p.u $20 $30
Total Contribution $1,68,478 $2,76,642 $4,45,120
Fixed Cost $2,75,272 =94419+(58822*(1-63%))+159089
Net Income $1,69,848

Difference = $169848-$163400=$6448


Related Solutions

Consider a firm with production function given by q = f(E, K) = E^(1/4)K^(1/4), where E...
Consider a firm with production function given by q = f(E, K) = E^(1/4)K^(1/4), where E is number of workers and K is capital. The price of labor is w = 4 and price of capital is r = 8. The price of the output that firm produces is 20. The firm can adjust both its inputs. 1) Derive an expression for MRT S for this firm. 2) The firm wants to produce q0 units of output. What would be...
A B C D E F 1 Chapter 8: Applying Excel 2 3 Data 4 Exhibit...
A B C D E F 1 Chapter 8: Applying Excel 2 3 Data 4 Exhibit 8-8: Standard Cost Card 5 Inputs Standard Quantity Standard Price 6 Direct materials 3.0 pounds $4.00 7 Direct labor 0.50 hours $22.00 per hour 8 Variable manufacturing overhead 0.50 hours $6.00 per hour 9 10 Actual results: 11     Actual output 2,090 units 12     Actual variable manufacturing overhead cost $6,174 13    Actual Quantity Actual price 14     Actual direct materials cost 6,115 pounds $3.9 pounds...
1. If f(x) = ln(x/4) -(a) Compute Taylor series for f at c = 4 -(b)...
1. If f(x) = ln(x/4) -(a) Compute Taylor series for f at c = 4 -(b) Use Taylor series truncated after n-th term to compute f(8/3) for n = 1,.....5 -(c) Compare the values from above with the values of f(8/3) and plot the errors as a function of n -(d) Show that Taylor series for f(x) = ln(x/4) at c = 4 represents the function f for x element [4,5]
(a) (f ∘ g)(3) (b) g(f(2)) (c) g(f(5)) (d) (f ∘ g)(−3) (e) (g ∘ f)(−1) (f) f(g(−1))
(a)    (f ∘ g)(3) (b)    g(f(2)) (c)    g(f(5)) (d)    (f ∘ g)(−3) (e)    (g ∘ f)(−1) (f)    f(g(−1))  
#1 We are given the grammar rules A ➝ F B E B ➝ A C...
#1 We are given the grammar rules A ➝ F B E B ➝ A C These rules are only some of the rules of a larger grammar G, but we are not given the remaining rules of G. We are told that A is the start symbol of G and that the following holds: {ε, c, d} ⊆ FIRST(C) {ε, e} ⊆ FIRST(E) {ε, f, g} ⊆ FIRST(F) Recall that end of file is denoted EOF. The symbol ⊆...
4 -letter words'' are formed using the letters A, B, C, D, E, F, G. How...
4 -letter words'' are formed using the letters A, B, C, D, E, F, G. How many such words are possible for each of the following conditions? (a) No condition is imposed. Your answer is : (b) No letter can be repeated in a word. Your answer is : (c) Each word must begin with the letter A. Your answer is : (d) The letter C must be at the end. Your answer is : (e) The second letter must...
7-4 Dace company manufactures two products, Product F and Product G. The company to produce and...
7-4 Dace company manufactures two products, Product F and Product G. The company to produce and sell 3,200 units of Product F and 2,100 units of Product G during the year. Data relating to the company’s three activity cost pools are given below for the year: Activity Cost Pool Total Cost Product F Product G Totals Machine setups.. $7020 130 setups 130 setups 260 setups Purchase Orders. $69,700 520 orders 1,180 orders 1,700 orders General Factory.. $101,160 3,520 hours 2,100...
Solve the c, d, e, f from the given equations. e+2f=-1 2d+e=-0.2 2c+d+3e+4f=-0.5 -e-2f=1
Solve the c, d, e, f from the given equations. e+2f=-1 2d+e=-0.2 2c+d+3e+4f=-0.5 -e-2f=1
Orange Inc. manufactures two products called Unit 1 and Unit 2. Revenue and expense amounts per...
Orange Inc. manufactures two products called Unit 1 and Unit 2. Revenue and expense amounts per unit are as follows: Description All amounts are Per Unit    Unit 1         Unit 2    Sales price $39.00 $93.00 Costs: Direct material     21.00     15.00 Direct manufacturing labor      3.00     18.00 Overhead - variable      3.75      22.50 Overhead - fixed      2.00      12.00 Selling and administrative costs - Variable                                2.25       1.50 Total expense     32.00     69.00 Operating income...
What is the number of significant figures in each of the following measured quantities? (a) 601 kg, (b) 0.054 s, (c) 6.3050 cm, (d) 0.0105 L, (e) 7.0500 × 10-3 m3 , (f) 400 g.
What is the number of significant figures in each of the following measured quantities? (a) 601 kg, (b) 0.054 s, (c) 6.3050 cm, (d) 0.0105 L, (e) 7.0500 × 10-3 m3 , (f) 400 g.
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT