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By investing Rs. 1800 in 9% stock, Syam earns Rs. 120. The stock is then quoted at
  • a)
    Rs.135
  • b)
    Rs. 96
  • c)
    Rs. 85
  • d)
    Rs. 122
Correct answer is option 'A'. Can you explain this answer?
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By investing Rs. 1800 in 9% stock, Syam earns Rs. 120. The stock is th...
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By investing Rs. 1800 in 9% stock, Syam earns Rs. 120. The stock is th...
Given:
- Investment amount: Rs. 1800
- Rate of stock: 9%
- Earnings: Rs. 120

To find:
- Quoted price of the stock

Solution:

Step 1: Calculate the dividend received
The dividend earned from the investment can be calculated by using the formula:

Dividend = (Investment amount * Rate of stock) / 100

Substituting the given values:

Dividend = (1800 * 9) / 100
Dividend = 162

Step 2: Calculate the market value of the stock
The market value of the stock can be calculated using the formula:

Market Value = Dividend / Earnings

Substituting the given values:

Market Value = 162 / 120
Market Value = 1.35

Step 3: Convert the market value to the quoted price
The quoted price is the market value of the stock multiplied by 100, as the market value is usually expressed as a percentage.

Quoted Price = Market Value * 100
Quoted Price = 1.35 * 100
Quoted Price = Rs. 135

Therefore, the quoted price of the stock is Rs. 135, which matches option A.
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By investing Rs. 1800 in 9% stock, Syam earns Rs. 120. The stock is then quoted ata)Rs.135b)Rs. 96c)Rs. 85d)Rs. 122Correct answer is option 'A'. Can you explain this answer?
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