- 10 Marks
Question
The budget and actual income statement of Shatta Company PLC for the month of April have been presented in the table below:
| Budget | Actual | |
|---|---|---|
| Output (production and sales) | 10,000 | 9,000 |
| GH¢ | GH¢ | |
| Sales Revenue | 175,000 | 162,000 |
| Raw Materials | (80,000) (100,000 meters) | (64,380) (74,000 meters) |
| Labour | (35,000) (5,000 hours) | (30,960) (4,300 hours) |
| Fixed Overheads | (35,000) | (36,225) |
| Operating Profit | 25,000 | 30,435 |
Required:
i) Prepare a flexible budget for Shatta Company PLC.
ii) Calculate the following variances using the marginal costing system:
- Sales (price, volume)
- Material (price and usage)
- Labour (rate and efficiency)
Answer
i) Flexible Budget for April
| Budget | Flexed Budget |
|---|---|
| Output (production and sales) | 10,000 |
| GH¢ | GH¢ |
| Sales Revenue | 175,000 |
| Raw Materials (100,000 meters) | (80,000) |
| Labour (5,000 hours) | (35,000) |
| Fixed Overheads | (35,000) |
| Operating Profit | 25,000 |
Workings:
- Raw Material Price per Unit = GH¢80,000 ÷ 100,000 meters = GH¢0.80 per meter
- Labour Rate per Hour = GH¢35,000 ÷ 5,000 hours = GH¢7 per hour
(4 marks)
ii) Variance Analysis
Sales Variances
-
Sales Volume Variance
(10,000−9,000)×Budgeted Contribution per Unit(10,000 – 9,000) \times \text{Budgeted Contribution per Unit}(10,000−9,000)×Budgeted Contribution per Unit =(1,000)×(17.5−(8+3.5))= (1,000) \times (17.5 – (8 + 3.5))=(1,000)×(17.5−(8+3.5)) =1,000×6=6,000 (Adverse)= 1,000 \times 6 = 6,000 \text{ (Adverse)}=1,000×6=6,000 (Adverse)
-
Sales Price Variance
(175,000÷10,000)−(162,000÷9,000)×9,000(175,000 ÷ 10,000) – (162,000 ÷ 9,000) \times 9,000(175,000÷10,000)−(162,000÷9,000)×9,000 =(17.5−18)×9,000=4,500 (Favourable)= (17.5 – 18) \times 9,000 = 4,500 \text{ (Favourable)}=(17.5−18)×9,000=4,500 (Favourable)
Material Variances
-
Total Variance
72,000−64,380=7,620 (Favourable)72,000 – 64,380 = 7,620 \text{ (Favourable)}72,000−64,380=7,620 (Favourable)
-
Material Price Variance
(0.80−0.87)×74,000(0.80 – 0.87) \times 74,000(0.80−0.87)×74,000 =−0.07×74,000=5,180 (Adverse)= -0.07 \times 74,000 = 5,180 \text{ (Adverse)}=−0.07×74,000=5,180 (Adverse)
-
Material Usage Variance
(90,000−74,000)×0.80(90,000 – 74,000) \times 0.80(90,000−74,000)×0.80 =16,000×0.80=12,800 (Favourable)= 16,000 \times 0.80 = 12,800 \text{ (Favourable)}=16,000×0.80=12,800 (Favourable)
Labour Variances
-
Total Labour Variance
31,500−30,960=540 (Favourable)31,500 – 30,960 = 540 \text{ (Favourable)}31,500−30,960=540 (Favourable)
-
Labour Rate Variance
(7.0−7.2)×4,300(7.0 – 7.2) \times 4,300(7.0−7.2)×4,300 =−0.2×4,300=860 (Adverse)= -0.2 \times 4,300 = 860 \text{ (Adverse)}=−0.2×4,300=860 (Adverse)
-
Labour Efficiency Variance
(4,500−4,300)×7(4,500 – 4,300) \times 7(4,500−4,300)×7 =200×7=1,400 (Favourable)= 200 \times 7 = 1,400 \text{ (Favourable)}=200×7=1,400 (Favourable)
- Tags: Cost Control, flexible budgeting, Performance Measurement, Variance Analysis
- Level: Level 2
- Topic: Standard Costing and Variance Analysis
- Series: Nov 2024
- Uploader: Salamat Hamid