Question

In: Accounting

May Co. makes three (3) types of cosmetic products, C1, C2 and C3. Sales forecast for...

May Co. makes three (3) types of cosmetic products, C1, C2 and C3. Sales forecast for next year (2021) are estimated to grow by 10% from the current year’s figure. Sales figures in the year 2020 are as follows: C1 is 8,500 units, C2 is 6000 units and C3 is 9,000 units. The anticipated selling price in year 2021 will be as follows: C1: $90/unit, C2: $130/unit and C3: $50/unit. At the end of the year 2020 there will be closing inventory of 600 units, 800 units and 1,000 units of C1, C2 and C3 respectively. The company plans to maintain its ending inventory level in year 2021 equivalent to three weeks of sales for each of the goods. Assume: four weeks in a month or 48 weeks in a year. There was damaged goods of 100 units in the closing inventory for each of the goods in the year 2020 which has not been accounted for in the accounting books of the company. The damages in the closing inventory in year 2021 for each of the goods are estimated as follows: C1: 66 units, C2:187 units and C3: 281 units. The following data is given about the raw materials required to produce C1, C2 and C3 and other related product costs for the year 2021. C1 C2 C3 Per unit of finished good: Direct Material - X (kg) 3 4 5 Direct Material - Y (kg) 4 6 8 Direct labour (minutes) 45 70 80 Direct Materials X Y - Desired closing inventory (kg) 2,200 1,500 - Opening inventory (kg) 1,400 2,700 Standard Prices and Rates: Direct material - X $6.00 per kg Direct material - Y $7.00 per kg Direct labour rate $15.00 per hour Production Overheads - Variable $5.00 per direct labour hour - Fixed $8.00 per direct labour hour Non-Production Overheads - Variable 5% of total revenue - Fixed $225,950

Required: Prepare the following operational budgets for the year 2021: a) Sales Budget

b) Production Budget

c) Raw Material Usage and Purchase Budget

d) Direct Labour Budget

e) Total Overheads Budgets

Solutions

Expert Solution

Sales budget
C1 C2 C3
Units 2020 8500 6000 9000
Increase 10% 10% 10%
=8500*1.1 =6000*1.1 =9000*1.1
Units 2021 9350 6600 9900
Price 90 130 50
Total Sales Value 841500 858000 495000
Production budget C1 C2 C3
Opening inventory Finished goods 600 800 1000
Danaged goods in opening inventory -100 -100 -100
Net opening inventory 500 700 900
Closing inventory =9350*3/48 =6600*3/48 =9900*3/48
Closing inventory 584 413 619
Normal damage 66 187 281
Sales units 9350 6600 9900
Production required =9350+66+584-500 =6600+187+413-700 =9900+619+281-900
9500 6500 9900
Raw Material usage C1 C2 C3 Total
Total units produced 9500 6500 9900
Direct material X required per unit 3 4 5
Total units X required 28500 26000 49500 104000
Direct material Y required per unit 4 6 8
Total units Y required 38000 39000 79200 156200
Purchase Budget
Direct material X Y
opening 1400 2700
Closing 2200 1500
Units required in production 104000 156200
Raw materials to be procured 104800 155000
Price 6 7
Total purchase cost 628800 1085000
Direct labor minutes C1 C2 C3
Production units 9500 6500 9900
Labor minutes required 45 70 80
Labor hours required =45/60 =70/60 =80/60
Hours per unit required                             0.75                                1.17                                1.33
Total hours required                     7,125.00                       7,583.33                     13,200.00
Rate 15 15 15
Total direct labor costs 106875 113750 198000
Production overhead
Direct labor hours                     7,125.00                       7,583.33                     13,200.00
Variable rate 5 5 5
Total variable overheads 35625 37917 66000 139541.7
Fixed overhead rate 8 8 8 (assuming per hour rate is adjusted for current year calculated)
57000 60667 105600 223266.7
Total production overhead 92625 98583 171600 362808.3
Non-production
Total revenue 841500 858000 495000
Variable overheads 42075 42900 24750 109725
Fixed 225950
Total non-production overhead 335675
Total overheads 698483.3
If the fixed production overheads are same as last years
Production overhead
Direct labor hours                     7,125.00                       7,583.33                     13,200.00
Variable rate 5 5 5
Total variable overheads 35625 37917 66000 139541.7
Units year 2020 base year 8500 6000 9000
Hours per unit                             0.75                                1.17                                1.33
Total hours                     6,375.00                       7,000.00                     12,000.00
Fixed overhead rate 8 8 8 24
Total production overhead 51000 56000 96000 203000
Non-production
Total revenue 841500 858000 495000
Variable overheads 42075 42900 24750 109725
Fixed 225950
Total non-production overhead 335675
Total overheads 538675

Related Solutions

Calculate the values "c1, c2, c3, c4, c5" with superposition 6(c1) – (c3)=50 -3(c1) + 3(c2)=0...
Calculate the values "c1, c2, c3, c4, c5" with superposition 6(c1) – (c3)=50 -3(c1) + 3(c2)=0 9(c3) – (c2)= 160 -(c2) – 8(c3) – 2(c5) + 11(c4)=60 -3(c1) – (c2) + 4(c5)=10
U(C1, C2, C3, C4, C5) = C1∙C2∙C3∙C4∙C5 As a mathematical function, does U have a maximum...
U(C1, C2, C3, C4, C5) = C1∙C2∙C3∙C4∙C5 As a mathematical function, does U have a maximum or minimum value? What values of Ci correspond to the minimum value of U? What values of Ci correspond to the maximum value of U? Do these values of Ci make sense from an economic standpoint? Now let us connect the idea of economic utility to actual dollar values. To keep the values more manageable, we will use household income rather than the entire...
U(C1, C2, C3, C4, C5) = C1∙C2∙C3∙C4∙C5 As a mathematical function, does U have a maximum...
U(C1, C2, C3, C4, C5) = C1∙C2∙C3∙C4∙C5 As a mathematical function, does U have a maximum or minimum value? What values of Ci correspond to the minimum value of U? What values of Ci correspond to the maximum value of U? Do these values of Ci make sense from an economic standpoint? Now let us connect the idea of economic utility to actual dollar values. To keep the values more manageable, we will use household income rather than the entire...
You have three capacitors: C1 = 1500. μF, C2 = 2400. μF, and C3 = 3600....
You have three capacitors: C1 = 1500. μF, C2 = 2400. μF, and C3 = 3600. μF. Find Ceq for a) all in series b) all in parallel c) c1 and c2 are in parallel and c3 in series with them d) c2 and c3 in parallel and R1 in series with them, e)c1 and c3 in parallel and c2 in series with them. f) For one of the three arrangements where only two of the caps are connected in...
An engineer has three different capacitors of unknown capacitance. She labels them C1, C2, and C3....
An engineer has three different capacitors of unknown capacitance. She labels them C1, C2, and C3. First, she connects C1 to a battery, and the charge on C1 is q1 = 30.4 µC. Then, she disconnects and discharges C1, and connects it in series with C2. When she connects this series combination of C2 and C1 across the battery, the charge on C1 is q2 = 23.3 µC. The engineer disconnects the circuit and discharges both capacitors. Next, she connects...
. If it has the following solution: y= c1 + c2 cos (2x) + c3 sin...
. If it has the following solution: y= c1 + c2 cos (2x) + c3 sin (2x) + c4 e3x Then:
Consider the following cash flows: C0 / C1/ C2 /C3 /C4 ? $ 27 / +...
Consider the following cash flows: C0 / C1/ C2 /C3 /C4 ? $ 27 / + $ 24 / + $ 24 / + $ 24 / ? $ 46 a. Which two of the following rates are the IRRs of this project? (You may select more than one answer. Single click the box with the question mark to produce a check mark for a correct answer and double click the box with the question mark to empty the box...
Phoenix Company can invest in each of three cheese-making projects: C1, C2, and C3. Each project...
Phoenix Company can invest in each of three cheese-making projects: C1, C2, and C3. Each project requires an initial investment of $282,000 and would yield the following annual cash flows. (PV of $1, FV of $1, PVA of $1, and FVA of $1) (Use appropriate factor(s) from the tables provided.) C1 C2 C3 Year 1 $ 30,000 $ 114,000 $ 198,000 Year 2 126,000 114,000 78,000 Year 3 186,000 114,000 66,000 Totals $ 342,000 $ 342,000 $ 342,000 (1) Assume...
The data provides the description for three items (C1, C2, and C3) produced by a company and the selling price of each of these items.
IM1IM2IM3IM4IM5C131012C200368C323232Sell Price$          235.80$     1,325.69$          814.28IM1IM2IM3IM4IM5Available Quantities460300100450950Cost per 1 of Each$                   3.38$               30.48$                35.86$                   140.00$                         3.00The data provides the description for three items (C1, C2, and C3) produced by a company and the selling price of each of these items. A combination of 5 input materials (IM) are required to produce each item. The quantity of each material required to produce one unit of an item is shown, along with the cost of each input material, and the quantity of each...
Cash flows of Project A and B are as following: Project C0 C1 C2 C3 C4...
Cash flows of Project A and B are as following: Project C0 C1 C2 C3 C4 C5 A -9000 2000 3000 4000 5000 6000 B -11000 2000 3000 4000 5000 6000          Compute the payback periods for the following two projects.          Payback period for A = _________ years; for B __________years          If the discount rate is 10%, what is the discounted payback period?          Discounted payback period for A=_________ years; for B __________years
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT