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CHAPTER 7 Multiple Choice Questions – Theoretical Theoretical 1. 2. 3. 4.
c b b b
5. 6. 7. 8.
b c a d
9. 10. 11 12.
a c a C
Multiple Choice Questions – Computational Computational 1.
(c)
30,000 / 40,000 x P100,000 = P75,000 2.
(a)
40% x P20,000 = P10,000 3.
(b)
Computer time: (P4,500 x 70%) = P3,150 Computer program: (P4,500 - P3,150) + P2,500 = P3,850 4.
(a)
5.
(d)
Service department costs: S1
.98S1 S1 S2
= = = = =
P27,000 + .20 S2 P27,000 + .20 (P18,000 + .10 S1) P27,000 + P3,600 + .02 S1 P30,600 P31,224
= = =
P18,000 + .10 (P31,224) P18,000 + P3,122 P21,122
Total service service cost allocated allocated to P2: (40% x P31,224) P31,224) + (50% x P21,122) = P23,051 6.
(d)
30% / 90% x P9,000 = P4,500 7.
(b)
Under the step method, the maintenance department would allocate its P18,700 of cost first, because it has the greatest total cost. Note that both the maintenance maintenance and utilities department department provides service service to the other service service department. department. Thus, the criterion for first allocation is greatest cost, not greatest number of service department.
2 8.
(c)
As determined in No. 7, the Maintenance Department budget is allocated first under the step method. Thus, P3,740 (20% of P18,700) is allocated to the Utilities Department. Now the Utilities Department has P12,740 (P9,000 + P3,740) to allocate between Departments A and B. 9.
(b)
Under the reciprocal method, simultaneous equations are developed to determine the gross costs of each service department, taking into account the i nteractive effect of other service departments providing inter service department service. For Utilities, the cost is P9,000 plus 20% of the Maintenance cost, 30% of its will be applied to Department A and 60% to B. The 10% that have already been assigned to the Maintenance Department is reflected in the set of simultaneous equations. 10.
(d)
M E M E E E .95E E 11.
= = = = = = = =
Maintenance Department’s total cost Engineering Department’s total cost P12,000 + .20E P54,000 + .25M P54,000 + .25 (P12,000 + .20 E) P54,000 + P3,000 + .05E P57,000 P60,000
(a)
Out of the total Engineering Department’s cost of P60,000, P48,000 is allocated to producing departments on the basis of total hours as follows: Dept. A: (800 / 2,000) x P60,000 = P24,000 Dept. B: (400 / 2,000) x P60,000 = 12,000 Dept. C: (400 / 2,000) x P60,000 = 12,000 Total P48,000 12.
(a)
M E M M .95M M
= = = = = =
P12,000 P54,000 P12,000 P12,000 P22,800 P24,000
+ + + +
.20E .25M .20 (P54,000 + .25M) P10,800 = .05M
= = = =
P60,00 P12,000 + .20E P12,000 + P12,000 P24,000
Or: E M M M
3
13.
(a)
14.
(d)
Under the direct method, no service department costs are allocated to another service department. Thus, there would be no maintenance cost allocated to the Engineering Department. 15.
(c)
200 / 1,200 x P12,000 = P2,000 16.
(b)
800 / 1,600 x P54,000 = P27,000 17.
(c)
400 / 1,600 x P12,000 = P3,000 18.
(c)
200 / 1,600 x P12,000 = P1,500 19.
(d)
Under the step method, once department’s cost have been allocated to subsequent departments, no reallocation back to Maintenance Department is to be made. Thus, no Engineering costs is reallocated to the Maintenance Department. 20.
(b)
400 / 1,600 x (P54,000 + P3,000) = P14,250 21.
(d)
Maintenance costs: (800 / 1,600) x P12,000 = Engineering costs: (800 / 1,600) x (P54,000 + P3,000) = Total allocated to Department A 22.
P 6,000 28,500 P34,500
(d)
Total Factory Maintenance Cost Total Square Footage
x Fabrication Square footage occupied
P82,100 + P65,000 + P56,100 88,000 + 72,000
x
88,000
= P111,760
4 23.
(a)
General Factory Adm. Dept. Cost
x
DLH of Assembly
Total Direct Labor Hours P90,000 + P70,000
x
437,500 = P70,000
562,500 + 437,500 24.
(b)
Total Factory Cafeteria Cost Total employee P87,000 + P91,000 + P62,000 280 + 200 + 12 + 8 25.
x
x
No. of employee of Factory Maintenance
8
= P3,840
(b)
Factory Cafeteria cost Factory Maintenance cost
P240,000 P203,300
Factory Cafeteria cost already closed out. 26.
(b) Pesos of Assets Employed P 762,400 1,870,300 P2,632,700
Advertising Circulation
% 29 71
No. of Employees 12 25 37
Advertising
Administration: P781,500 x .29 P781,500 x .71 Human Resources: P492,700 x .32 P492,700 x .68 Total Advertising: Circulation: 27.
% 32 68
Circulaton
P226,635 P554,865 157,664 P384,299
P 957,800 + P384,299 = P1,352,600 + P889,901 =
335,036 P889,901
P1,342,099 2,242,501 P3,584,600
(a) Administration (P781,500):
Human Resources Advertising Circulation
Base P 291,700 762,400 1,870,300 P2,924,400
% 10 26 64
Allocation P781,500 203,190 500,160 P781,500
5
Question 27, (continued) Human Resources (P492,700 + P78,150 = P570,850): Base % Advertising 12 32 Circulation 25 68 37
Advertising: Circulation:
28,
P 957,800 + P203,190 + P182,672 P1,352,600 + P500,160 + P388,178
= =
Allocation P182,672 388,178 P570,850 P1,343,662 2,240,938 P3,584,600
(a)
Administration (A) Human Resources (H) Advertising Circulation
Administration Base % n/a n/a P 291,700 10 762,400 26 1,870,300 64 P2,924,400
Equation: A = H =
P781,500 + .21 H P492,700 + .10 A
A A .979A A
= = = =
P781,500 + .21 (P492,700 + .10 A) P781,500 + P103,467 + .021 A P884,967 P903,950
H H H
= = =
P492,700 + .10 (P903,950) P492,700 + P90,395 P583,095
H. Resources Base % 10 21 n/a n/a 12 26 25 53 47
Administration allocations: Human resources: P903,950 x .10 = P 90,305 Advertising: P903,950 x .26 = P235,027 Circulation: P903,950 x .64 = P578,528 Human Resource allocations: Administration: P583,095 x .21 = P122,450 Advertising: P583,095 x .26 = P151,605 Circulation: P583,095 x .53 = P309,040
Direct costs Administration H. Resources
Administration P781,500 (903,950) 122,450 P 0
H. Resource P492,700 90,395 (583,095) P 0
Advertising P 957,800 235,027 151,605 P1,344,432
Circulation P1,352,600 578,528 309,040 P2,240,168
6 29.
(b)
Department Administration (A) Editorial (E) College Texts Prof. Pubs. Total
Administration Base % n/a n/a P 144,000 6 1,200,000 50 1,056,000 44 P2,400,000 100
Equation: A = E =
P450,000 + 0.10E P350,000 + 0.06A
A = A = 0.994A = A =
P450,000 + 0.10 (P350,000 + 0.06A) P450,000 + P35,000 + 0.006A P485,000 P487,928
E E E
P350,000 + 0.06 (P487,928) P350,000 + P29,276 P379,276
= = =
Editorial Base % 10 10 n/a n/a 55 55 35 35 100 100
Administration Costs: Editorial: P487,928 x 0.06 = P 29,276 College texts: P487,928 x 0.50 = 243,964 Prof. pubs.: P487,928 x 0.44 = 214,688 Editorial Costs: Administration: P379,276 x 0.10 = P 37,928 College texts: P379,276 x 0.55 = P208,602 Prof. Pubs.: P379,276 x 0.35 = P132,746
Department Direct costs Administration Editorial Total
30.
(a)
Administration P450,000 (487,928) 37,928 P 0
See above computations
Editorial P350,000 29,276 (379,276) P 0
College Texts P2,250,000 243,964 208,602 P2,702,566
Prof. Pubs. P 950,000 214,688 132,746 P1,297,434
7 Solutions to Problems Problem 7-1 (a)
Machinery Assembly
DL Hours 2,000 1,600 3,600
% 55.56 44.44 100.00
Square Footage 1,900 3,200 5,100
% 37.25 62.75 100.00
Allocation: Machinery
Factory Administration: P129,000 x 55.56% P129,000 x 44.44% Building and grounds: P105,000 x 37.25% P105,000 x 62.75% Total
Assembly
P7 1,672 P 57,328 39,113 65,888 P123,216
P110,785
Total costs after allocation: Machinery: P416,000 + P110,785 Assembly: P380,000 + P123,216
= =
P526,785 P503,216
Factory overhead rates (based on machine hours): Machinery: P526,785 / 30,000 = P17.56 per hour. Assembly: P503,216 / 22,800 = P22.07 per hour
(b)
Factory Administration (P129,000):
Building and Grounds Machinery Assembly Total
Base 1,100 2,000 1,600 4,700
% 23.41 42.55 34.04 100.00
Allocation P 30,199 54,890 43,911 P129,000
Building and grounds (P105,000 + P30,199 = P135,199):
Machinery Assembly Total
Base 1,900 3,200 5,100
% 37.25 62.75 100.00
Total costs after allocation: Machinery: P416,000 + P54,890 + P50,362 = Assembly: P380,000 + P43.911 + P84,837 =
Allocation P 50,362 84,837 P135,199
P521,252 P508,748
Factory overhead rates (based on machine hours): Machinery: P521,252 / 30,000 = P17.38 per hour Assembly: P508,748 / 22,800 = P22.31 per hour
8
Problem 7-1 (continued) (c)
Factory adm. (F) Building grounds (B) Machinery Assembly
Factory Adm. n/a 1,100 2,000 1,600
Building and Grounds 1,200 n/a 1,900 3,200
% n/a .23 .43 .34
Equation: F = B =
P129,000 + .19B P105,000 + .23F
F F .9563F F
= = = =
P129,000 + .19 (P105,000 + .23F) P129,000 + P19,950 + .0437F P148,950 P155,757
B B B
= = =
P105,000 + .23(P155,757) P105,000 + P35,824 P140,824
Cost Allocations: Factory Administration allocations: Building and grounds: P155,757 x .23 = Machinery: P155,757 x .43 = Assembly: P155,757 x .34 =
P35,824 P66,976 P52,957
Building and Grounds allocations: Factory administration: P140,824 x .19 = Machinery: P140,824 x .30 = Assembly: P140,824 x .51 =
P26,757 P42,247 P71,820
% .19 n/a .30 .51
Total cost after allocations:
Direct cost F. Administration Bldg. and Grounds Total F/O rates
F. Admin. P129,000 (155,757) 26,757 P 0
Building & Grounds P105,000 35,824 (140,824) P 0
Machinery P416,000 66,976 42,247 P525,223 P17.51
Assembly P380,000 52,957 71,820 P504,777 P22.14
Problem 7-2 (a)
Machinery
Maintenance: P250,000 P250,000 P250,000 Storeroom: P180,000 P180,000 P180,000 Total
x .32/.86 x .26/.86 x .28/.86 x .26 x .44 x .30
Assembly
Packaging
P 93,023 P 75,581 P 81,395 46,800 79,200 P139,823
P154,781
54.000 P135,395
9
Problem 7-2 (continued):
(b)
Direct Cost Service dept. allocated cost Total cost after allocation
Machinery P 600,000 139,823 P 739,823
Assembly P 892,000 154,781 P1,046,781
Packaging P 436,000 135,395 P 571,395
Factory overhead rates
P36.99
P29.08
P31.74
Maintenance (P250,000): Storeroom: Machinery: Assembly: Packaging:
P250,000 P250,000 P250,000 P250,000
x x x x
.14 .32 .26 .28
= = = =
P35,000 80,000 65,000 70,000
Storeroom (P180,000 + P35,000 = P215,000) Machinery: Assembly: Packaging:
P215,000 x .26 P215,000 x .44 P215,000 x .30
= = =
P55,900 94,600 64,500
Direct cost Maintenance cost Storeroom cost Total cost
Machinery P 600,000 80,000 55,900 P 735,900
Assembly P 892,000 65,000 94,600 P1,051,600
Packaging P 436,000 70,000 64,500 P 570,500
Factory overhead rates
P36.80
P29.21
P31.69
(c)
Maintenance (M) Storeroom (S) Machinery Assembly Packaging
Maintenance Base % n/a .14 .32 .26 .28
Storeroom Base % 400 0.03 n/a n/a 3,500 0.25 6,000 0.43 4,100 0.29 14,000
Equation: M = S =
P250,000 + .03S P180,000 + .14M
M = M = .9958M = M =
P250,000 + .03 (P180,000 + .14M) P250,000 + 5,400 + .0042M P255,400 P256,477
S S S S
P180,000 + .14M P180,000 + .14 (P256,477) P180,000 + P35,907 P215,907
= = = =
10
Problem 7-2 (continued) Maintenance allocations: Storeroom: P256,477 Machinery: P256,477 Assembly: P256,477 Packaging: P256,477
x x x x
.14 .32 .26 .28
= = = =
P P P P
Storeroom allocations: Maintenance: P215,907 Machinery: P215,907 Assembly: P215,907 Packaging: P215,907
x x x x
.03 .25 .43 .29
= = = =
P 6,477 P 53,977 P 92,840 P 62,613
35,907 82,073 66,684 71,813
Total cost after allocations:
Direct cost Maintenance Storeroom Total cost
Maintenance P 250,000 (256,477) 6,477 P 0
Storeroom P 180,000 35,907 (215,907) P 0
F/O Rates
Machinery P 600,000 82,073 53,977 P 736.050
Assembly P 892,000 66,684 92,840 P1,051,524
Packaging P 436,000 71,813 62,613 P 570,426
P36.80
P29.21
P31.69
Problem 7-3 1.
Producing Departments A B P820,000 P608,000
Budgeted manufacturing overhead Service Department X to: A (180/600 x P200,000) B (420/600 x P200,000) Service Department Y to: A (128/160 x P100,000) B ( 32/160 x P100,000) Total
60,000 140,000 80,000 P960,000
Predetermined manufacturing overhead rates: Department A: P960,000 / 128,000 machine hours = Department B: P768,000 / 200,000 DL hours = Overhead cost of Job 155: Dept. A: 60 x P7.50 = Dept. B: 40 x P3.84 = Total cost 2.
P7.50 per machine hour P3,84 per DLH
P450 154 P604
Total budgeted factory overhead Divided by total direct labor hours Plant-wide overhead rate Cost of Job 155: 60 x P6.40
20,000 P768,000
=
P1,728,000 ÷ 270,000 P 6.40 P384
11
Problem 7-4 Assembly P1,040,000
Finishing P 800,000
280,000 180,000 P1,500,000 ÷ 50,000 P 30/hour
120,000 120,000 P1,040,000 ÷ 40,000 P 26/hour
Base 20 360 420 800
% .025 .45 .525
Allocation P 500 9,000 10,500 P20,000
Base 8,000 6,000 14,000
% .57 .43
Allocation P40,000* 30,000* P70,000
P1 P400,000 9,000 40,000 P449,000 ÷ 8,000 P 56.125
P2 P600,000 10,500 30,000 P640,500 ÷ 20,000 P 32.025
Factory overhead budget Allocation of Service Department’s cost: Maintenance: P400,000, 42:18 Administration: P300,000, 30:20 Total budgeted factory overhead Divided by machine hours Factory overhead rates
Problem 7-5
1.
S1 (P20,000):
S2 P1 P2 S2 (P69,500 + P500 = P70,000):
P1 P2 *rounded
Budgeted factory overhead S1 cost S2 cost Total cost Divided by Predetermined overhead rates 2. 3.
P1,089,000 / 30,000 DLH
=
P36.317 per DLH
Individual jobs may have relatively different amounts of time in each department. For example, if P1 is machine intensive and P2 is labor intensive, the departmental overhead rates would provide a fairer allocation of costs to jobs.
12
Problem 7-6 1.
2.
Equation 1: Equation 2: Equation 3:
C = D = E =
P40,000 + .20D P40,000 + .20C P20,000 + .30C + .10D
Substitution: C = C = .96C = C =
P40,000 + .20 (P40,000 + .20C) P40,000 + P8,000 + .04C P48,000 P50,000
D D D
= = =
P40,000 + .20 (P50,000) P40,000 + P10,000 P50,000
E E E
= = =
P20,000 + .30 (P50,000) + .10 (P50,000) P20,000 + P15,000 + 5,000 P40,000
Service C allocation: Service D: P50,000 x .20 = Service E: P50,000 x .30 = Producing B: P50,000 x .50 =
P10,000 P15,000 P25,000
Service D allocation: Service C: P50,000 Service E: P50,000 Producing A: P50,000 Producing B: P50,000
x x x x
.20 .10 .30 .40
= = = =
P10,000 P 5,000 P15,000 P20,000
Service E allocation: Producing A: P40,000 Producing B: P40,000 Marketing: P40,000 General office: P40,000
x x x x
.40 .30 .20 .10
= = = =
P16,000 P12,000 P 8,000 P 4,000
Producing A: P120,000 + P15,000 + P16,000 = P151,000 Producing B: P180,000 + P25,000 + P20,000 + P12,000 = 237,000 8,000 Marketing = 4,000 General Office = P400,000 Total
13
Problem 7-7 1.
Producing Department P1 P2 P 40,000 P47,600
Factory overhead Allocation of Service Department: S1: P14,400; ( 40% : 50%) S2: P18,000 ; ( 20% : 40%) Total 2.
S2 allocation (P18,000): P1: P18,000 x 20% P2: P18,000 x 40% S1: P18,000 x 40%
= = =
6,400 6,000 P120,000
P 3,600 7,200 7,200 P18,000
S1 allocation (P14,400 + P7,200 = P21,600): P1: P21,600 x .40/.90 = P 9,600 P2: P21,600 x .50/.90 = 12,000 P21,600 Total manufacturing overhead after allocation: P 53,200 P1: P40,000 + P3,600 + P 9,600 = 66,800 P2: P47,600 + P7,200 + P12,000 = P120,000 Total 3.
S1 S2
= =
P14,400 + .40 S2 P18,000 + .10 S1
Substitution: S1 = S1 = .96S1 = S1 =
P14,400 + .40 (P18,000 + .10 S1) P14,400 + P7,200 + .04 S1 P21,600 P22,500
S2 S2 S2
P18,000 + .10 (P22,500) P18,000 + P2,250 P20,250
= = =
S1 allocations: S2: P22,500 x .10 P1: P22,500 x .40 P2: P22,500 x .50
= = =
P2,250 P9,000 P11,250
S2 allocations: S1: P20,250 x .40 P1: P20,250 x .20 P2: P20,250 x .40
= = =
P8,100 P4,050 P8,100
Total manufacturing overhead after allocation: P 53,050 P1: P40,000 + P 9,000 + P4,050 = 66,950 P2: P47,600 + P11,250 + P8,100 = P120,000 Total
8,000 12,000 P52,400
14
Problem 7-8
a.
Administration Costs (P750,000): Base 5/146 6/146 21/146 101/146 13/146
Accounting Promotion Commercial Residential Prop. Mgmt. Total (rounded)
Allocation P 25,685 30,822 107,877 518,835 66,781 P750,000
Accounting Costs (P495,000 + P25,685 = P520,685) Base Promotion P360,000 / P1,760,000 Commercial P500,000 / P1,760,000 Residential P725,000 / P1,760,000 Prop. Mgmt. P175,000 / P1,760,000 Total (rounded)
Allocation P106,504 147,922 214,487 51,772 P520,685
Promotion (P360,000 + P30,822 + P106,504 = P497,326) Base Commercial P4,500,000 / P14,500,000 Residential P9,500,000 / P14,500,000 Prop. Mgmt. P 500,000 / P14,500,000 Total
Allocation P154,343 325,834 17,149 P497,326
Summary of Commercial: Residential: Prop. Mgmt:
allocation: P107,877 + P147,922 + P154,343 = P518,835 + P214,487 + P325,834 = P 66,781 + P 51,772 + P 17,149 =
b.
Revenues Direct costs Allocated costs Income (loss)
Commercial P 4,500,000 (5,245,000) (410,142) P(1,155,142)
P 410,142 P1,0549,156 P 135.702
Residential P 9,500,000 (4,589,510) (1,059,156) P 3,851,334
Prop. Mgmt. P 500,000 (199,200) (135,702) P 165,098
The Residential Department is the most profitable with a return on revenues of 40.5% (P3,851,334 / P9,500,000)
15
Problem 7-9 a.
Total EDP hours used Transfer price revenue
= =
1,220 + 650 + 190 = P2,060 2,060 x P40 = P82,400
Actual Variable EDP Costs Total EDP Hours Used
=
P90,640 = 2,060
P44 transfer price
The P40 transfer price is inadequate because the EDP Department is left with a loss (for internal evaluation purposes) of (P90,640 – P82,400) or P8,240. b.
Allocate administration costs of P450,000 and fixed EDP costs of P300,000.
Administration (P450,000), 10:5:3 EDP-Fixed (P300,000), 80:345:240:25 Total allocated Transfer costs Direct costs
Lit P250,000 69,565 P319,565 48,800 200,000
FP P125,000 208,696 P333,696 26,000 255,000
LC P 75,000 21,739 P 96,739 7,600 340,000
Total P 450,000 300,000 P 750,000 82,400 795,000
Total
P568,365
P614,696
P444,339
P1,627,400
Problem 7-10 a.
SD1 Costs (P1,065,000): Base SD2 20/400 SD3 30/400 PD1 200/400 PD2 150/400
% 0.050 0.075 0.500 0.375
x x x x
SD2 Costs (P840,000 + P53,250 = P893,250): Base % SD3 200/2,000 0.10 x PD1 800/2,000 0.40 x PD2 1,000/2,000 0.50 x
Cost P1,065,000 P1,065,000 P1,065,000 P1,065,000
Cost P893,250 = P893,250 = P893,250 =
= = = =
Allocation P 53,250 79,875 532,500 399,375 P1,065,000 Allocation P 89,325 357,300 446,625 P 893,250
SD3 Costs (P1,185,000 + P79,875 + P89,325 = P1,354,200): Base % Cost Allocation PD1 68/170 0.40 x P1,354,200 = P 541,280 PD2 102/170 0.60 x P1,354,200 = 812,520 P1,354,200 Summary of allocations: PD1: P3,760,000 + P532,500 + 357,300 + 541,680 = P5,191,480 PD2: P3,600,000 + P399,375 + 446,625 + P812,520 = P5,258,520 Factory overhead rates: PD1: P5,191,480 / 400,000 = P12.98 or P13.00 per DLH PD2: P5,258,520 / 300,000 = P17.53 or P17.50 per DLH
16
Problem 7-10 (continued): b.
# of Employees % 200 0.57 150 0.43 350
PD1 PD2
SD1: SD2: SD3:
Floor Space % 800 0.44 1,000 0.56 1,800
# of Hours % 68 0.40 102 0.60 170
PD1 P 607,050
P1,065,000 x 0.57 P1,065,000 x 0.43 P840,000 x 0.44 P840,000 x 9.56 P1,185,000 x 0.40 P1,185,000 x 0.60
PD2
P 457,950 369,600 470,400 474,000
Total
P1,450,650
711,000 P1,639,350
Factory overhead rates: PD1: (P3,760,000 + P1,450,650) ÷ 400,000 = P5,210,650 ÷ 400,000 = P13 per DLH PD2: (P3,600,000 + P1,639,350) ÷ 300,000 = P5,239,350 ÷ 300,000 = P18 per DLH
c. Department SD1 SD2 SD3 PD1 PD2
SD1 Base % n/a n/a 20 0.050 30 0.075 200 0.500 150 0.375 400
SD2 Base % 400 0.167 n/a n/a 200 0.083 800 0.333 1,000 0.417 2,400
SD3 Base % 15 0.073 20 0.098 n/a n/a 68 0.332 102 0.497 205
E quations: SD1 SD2 SD3
= = =
P1,065,000 + .167 SD2 + 0.73 SD3 P 840,000 + .05 SD1 + 0.98 SD3 P1,185,000 + .075 SD1 + 0.83 SD2
SD1 = SD1 = .992SD1 = SD1 =
P1,065,000 P1,065,000 P1,205,280 P1,215,000
+ + + +
.167 (P840,000 + .05SD1 + .098 SD3) + .073SD3 P140,280 + .008SD1 + .016SD3 + .073SD3 .89SD3 .09SD3
SD3 = SD3 = .992SD3 = SD3 =
P1,185,000 P1,185,000 P1,254,720 P1,264,839
+ + + +
.075SD1 + .83 (P840,000 + .05SD1 + .098SD3) .075SD1 + P69,720 + .004SD1 + .008SD3 .079SD1 .08SD1
Substituting SD3 SD1 = P1,215,000 + .09 (P1,264,839 + .08SD1) SD1 = P1,215,000 + P113,835 + .007SD1 .993SD1 = P1,328,835 SD1 = P1,228,202
17
Problem 7-10 (continued) Substituting SD1 SD3 = P1,264,839 + .08 (P1,338,202) SD3 = P1,264,839 + P107,056 SD3 = P1,371,896 Substituting SD1 and SD3 SD2 = P840,000 + .05 (P1,338,202) + .098 (P1,371,896) SD2 = P840,000 + P66,910 + P134,446 SD2 = P1,041,356 Allocations: SD1 allocations: SD2: P1,338,202 SD3: P1,338,202 PD1: P1,338,202 PD2: P1,338,202
x x x x
0.050 0.075 0.500 0.375
= + = =
P66,910 P100,365 P669,101 P501,826
SD2 allocations: SD1: P1,041,356 SD3: P1,041,356 PD1: P1,041,356 PD2: P1,041,356
x x x x
0.167 0.083 0.333 0.417
= = = =
P173,906 P86,433 P346,772 P434,245
SD3 allocations: SD1: P1,371,896 SD2: P1,371,896 PD1: P1,371,896 PD2: P1,371,896
x x x x
0.073 0.098 0.332 0.497
= = = =
P100,149 P134,446 P455,469 P681,832
Direct costs
SD1 P1,065,000
SD1
(1,338,202)
SD2 SD3
173,906 100,149 0
P
P
SD2 840,000
SD3 P 1,186,000
66,910
100,365
(1,041,356) 134,446 P 0
86,433 (1,371,896) P 0
PD1 P3,760,000
669,101 346,772 455,469 P5,231,342
PD2 P3,600,000
501,826 434,245 681,832 P5,217,903
Note: SD1, SD2, and SD3 columns are off due to rounding. Factory overhead rates: PD1: P5,231,341 / 400,000 = PD2: P5,217,903 / 300,000 =
P13.08 or P13 per DLH P17.39 or P17 per DLH
Given that the rates are the same using the step and direct methods and the rates are only slightly different using the reciprocal (algebraic) method, there seems in this case to be little benefit to using the complex step and algebraic methods.
18
Problem 7-11
1.
General Factory Department Costs (P12,337): Department Storeroom Cutting Assembly Finishing Totals
Sq. Feet 2,400 5,600 4,800 3,200 16,000
Percent 15 35 30 20 100
Allocation P 1,851 4,318 3,701 2,467 P12,337
Storeroom Costs (PP8,510 + P1,851 = P10,361): Department Cutting Assembly Finishing Totals
DLH 3,600 2,300 3,220 9,200
Percent 40 25 35 100
Allocation P 4,145 2,590 3,626 P10,361
Allocation of Service Department Costs to Producing Depatment Direct Cost General Factory Storeroom Totals
2.
Gen. Fcty P 12,337 (12,337)
P
0
Storeroom P 8,510 1,851 (10,361) P 0
Cutting P10,192 4,318 4,145 P18,655
Manufacturing overhead – Cutting Dept. 10,192 Manufacturing overhead- Assembly Dept. 8,111 Manufacturing overhead – Finishing Dept. 8,796 Manufacturing overhead – General Fcty Dept. 12,337 Manufacturing overhead – Storeroom Dept. 8,510 Manufacturing overhead control To close control account and record department costs Manufacturing overhead – Cutting Dept. Manufacturing overhead – Assembly Dept. Manufacturing overhead – Finishing Dept. Manufacturing overhead – Storeroom Dept. Manufacturing overhead – Gen Fcty To allocate General Factory Dept. costs
4,318 3,701 2,467 1,851
Manufacturing overhead – Cutting Dept. Manufacturing overhead – Assembly Dept. Manufacturing overhead – Finishing Dept. Manufacturing overhead – Storeroom To allocation storeroom costs.
4,145 2,590 3,626
Assembly P 8,111 3,701 2,590 P14,402
47,946
12,337
10,361
Finishing P 8,796 2,467 3,627 P14,889
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