📚 Part of: Indian History And Geography Mcqs: Colonial Rule, Partition, And Constitutional Law

For the following transaction with Delhi, fill in the blanks to find the amount of bill: MRP= Rs.12000; Discount%=30%; GST= 18%.

Category: Miscellaneous Indian Gk

Correct Answer: A) 9912.

Exam Relevance: UPSC, SSC, Banking Exams, MBA Entrance Exams

Difficulty: Moderate

Concept notes:

In Indian taxation, the bill amount is calculated by applying a discount to the MRP (Maximum Retail Price) and then adding GST (Goods and Services Tax). The discount reduces the MRP, and the GST is applied to the discounted price to find the final bill amount.

Common Mistakes:
  • Applying GST to the MRP instead of the discounted price.
  • Incorrectly calculating the discount percentage.
  • Confusing the order of operations, applying GST before the discount.
Explanation:

To understand the calculation of the bill amount in the context of Indian taxation, we need to follow a step-by-step process involving the application of a discount and then the addition of GST.

1. **Maximum Retail Price (MRP):** The MRP is the highest price at which a product can be sold. In this case, the MRP is Rs. 12000.

2. **Discount Calculation:** A discount is a reduction in the price of a product. Here, a 30% discount is applied to the MRP. The formula to calculate the discounted price is:

\[

\text{Discounted Price} = \text{MRP} \times \left(1 - \frac{\text{Discount Percentage}}{100}\right)

\]

Substituting the given values:

\[

\text{Discounted Price} = 12000 \times \left(1 - \frac{30}{100}\right) = 12000 \times 0.70 = 8400

\]

So, the discounted price is Rs. 8400.

3. **GST Calculation:** GST is a value-added tax levied on most goods and services sold for domestic consumption in India. The formula to calculate the final bill amount after adding GST is:

\[

\text{Final Bill Amount} = \text{Discounted Price} \times \left(1 + \frac{\text{GST Percentage}}{100}\right)

\]

Substituting the given values:

\[

\text{Final Bill Amount} = 8400 \times \left(1 + \frac{18}{100}\right) = 8400 \times 1.18 = 9912

\]

Therefore, the final bill amount is Rs. 9912.

It is important to note the order of operations: the discount is applied first to the MRP, and then GST is added to the discounted price. This ensures that the GST is calculated on the reduced price, not the original MRP. This method is consistent with Indian taxation practices and ensures that the final bill amount accurately reflects the discount and the applicable tax.

Understanding these steps and the correct order of operations is crucial for accurately calculating the bill amount in scenarios involving discounts and GST. This concept is frequently tested in various competitive examinations, including UPSC, SSC, and banking exams, where candidates are expected to apply these principles to solve similar problems.

Option Analysis:
  • Option A: This option is correct. The calculation involves first applying a 30% discount to the MRP of Rs. 12000, resulting in a discounted price of Rs. 8400. Then, 18% GST is added to this discounted price, leading to a final bill amount of Rs. 9912.
  • Option B: This option is incorrect. The value of Rs. 9921 does not match the correct calculation of applying a 30% discount followed by 18% GST. The error likely stems from a miscalculation of the discount or GST application.
  • Option C: This option is incorrect. The value of Rs. 9918 is close but not accurate. The mistake could be due to rounding errors or incorrect application of the discount or GST percentage.
  • Option D: This option is incorrect. The value of Rs. 9982 is significantly higher than the correct amount. This could be due to applying GST to the MRP instead of the discounted price or a calculation error in the discount or GST percentage.

Mnemonic: D-G-G: Discount, Gross, GST

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