Advertisements
Advertisements
प्रश्न
Salman buys 50 shares of face value Rs. 100 available at Rs. 132.
- What is his investment?
- If the dividend is 7.5%, what will be his annual income?
- If he wants to increase his annual income by Rs. 150, how many extra shares should he buy?
उत्तर
Number of shares = 50
Market value (M.V.) of each share = Rs. 132
1. Salman's investment = M.V. of each share × Number of shares
= Rs. (132 × 50)
= Rs. 6,600
2. Dividend on one share = 7.5% of Rs. 100 = Rs. 7.50
His annual income = 50 × Rs. 7.50 = Rs. 375
3. Salman wants to increase his income by Rs. 150
Income on one share = Rs. 7.50
Number of extra shares to be bought = `"Increase in annual income"/"Income in one share"`
= `150/7.50`
= 20
APPEARS IN
संबंधित प्रश्न
A man invests Rs. 9600 on Rs. 100 shares at Rs. 80. If the company pays him 18%
dividend find:
(1) The number of shares he buys.
(2) His total dividend.
(3) His percentage return on the shares
Mr. Shameem invested `33 1/3%` of his savings in 20% Rs. 50 shares quoted at Rs. 60 and the remainder of the savings in 10% Rs. 100 shares quoted at Rs. 110. If his total income from these investments is Rs. 9,200; find:
- his total savings.
- the number of Rs. 50 shares.
- the number of Rs. 100 shares.
Calculate the percentage income in the following investment:
Rs 12,375 in a Rs 75 share paying 4% and available at a discount of Rs 20.
By investing Rs. 45,000 in 10% Rs. 100 shares, Sharad gets Rs. 3,000 as dividend. Find the market value of each share.
A lady holds 1800, Rs. 100 shares of a company that pays 15% dividend annually. Calculate her annual dividend. If she had bought these shares at 40% premium, what percentage return does she get on her investment? Give your answer to the nearest integer.
Ashok invests Rs.26400 on 12% Rs.25 shares of a company. If he receives a dividend of Rs 2475, find:
(i) the number of shares he bought.
(ii) the market value of each share.
Amit Kumar invests Rs 36,000 in buying Rs 100 shares at Rs 20 premium. The dividend is 15% per annum. Find :
(i) The number of shares he buys
(ii) His yearly dividend
(iii) The percentage return on his investment.
Give your answer correct to the nearest whole number.
If a man received ₹ 1080 as dividend from 9% ₹ 20 shares, find the number of shares purchased by him.
A man has some shares of Rs. 100 par value paying 6% dividend. He sells half of these at a discount of 10% and invests the proceeds in 7% Rs. 50 shares at a premium of Rs. 10. This transaction decreases his income from dividends by Rs. 120. Calculate:
(i) the number of shares before the transaction.
(ii) the number of shares he sold.
(iii) his initial annual income from shares.
200 ₹ 20 shares, each available at a discount of 20%, give 10% dividend. The rate of return is ______.
