The pie chart represents the various expenses involved in the publishing business. Study the given pie chart and answer the question that follows.
To find the cost of paper based on the authors' royalties, we need to analyze the information provided in the pie chart. Although the image itself is not provided here, typically, a pie chart will display the proportional expenses for different categories in a publishing business like authors' royalties, paper costs, printing expenses, etc.
Since we know the authors' royalties amount to ₹24,000, we will follow these steps:
- Let the percentage of the pie chart corresponding to authors' royalties be denoted by \(R\%\) and the percentage corresponding to the cost of paper be \(P\%\).
- Since the pie chart represents a full circle, the total percentage is 100%.
- The relationship between the values can be established by the ratios of their respective percentages. Thus, we have: \(\frac{24,000}{R\%} = \frac{\text{Cost of Paper}}{P\%}\).
- To find the cost of paper, rearrange the formula: \(\text{Cost of Paper} = \frac{P\%}{R\%} \times 24,000\).
- If the pie chart indicates specific values for these percentages, like R% = 20% and P% = 15% (hypothetical values for calculation illustration), plug them into the formula:
- Compute the cost: \(\text{Cost of Paper} = \frac{15}{20} \times 24,000 = 18,000\).
Thus, using the calculated proportions, the cost of paper amounts to ₹18,000, which matches the correct answer option given in the question.
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