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Question
A registered computer engineer provides computer maintenance services to five different companies. He offers different discounts to different companies depending upon their payment terms.
| Company | C1 | C2 | C3 | C4 | C5 |
| Service costs | ₹ 8200 | ₹ 12100 | ₹ 13600 | ₹ 8000 | ₹ 12500 |
| Discount | 30% | 25% | 20% | 15% | 10% |
If the rate of GST is 18%, calculate the output GST for the computer engineer.
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Solution
Given: Service costs and discounts: C1: ₹ 8,200 (30% discount); C2: ₹ 12,100 (25% discount); C3: ₹ 13,600 (20% discount); C4: ₹ 8,000 (15% discount); C5: ₹ 12,500 (10% discount). GST rate = 18% (GST is charged on the value after discount).
Step-wise calculation:
1. C1: Net taxable
= 8200 × (1 – 0.30)
= 8200 × 0.70
= ₹ 5,740
GST = 18% of 5,740
= 0.18 × 5,740
= ₹ 1,033.20
2. C2: Net taxable
= 12,100 × (1 – 0.25)
= 12,100 × 0.75
= ₹ 9,075
GST = 0.18 × 9,075
= ₹ 1,633.50
3. C3: Net taxable
= 13,600 × (1 – 0.20)
= 13,600 × 0.80
= ₹ 10,880
GST = 0.18 × 10,880
= ₹ 1,958.40
4. C4: Net taxable
= 8,000 × (1 – 0.15)
= 8,000 × 0.85
= ₹ 6,800
GST = 0.18 × 6,800
= ₹ 1,224.00
5. C5: Net taxable
= 12,500 × (1 – 0.10)
= 12,500 × 0.90
= ₹ 11,250
GST = 0.18 × 11,250
= ₹ 2,025.00
Sum the GSTs: Total GST = 1,033.20 + 1,633.50 + 1,958.40 + 1,224.00 + 2,025.00 = ₹ 7,874.10
The output GST (total GST to be collected) by the computer engineer = ₹ 7,874.10.
