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प्रश्न
100, ₹ 100 shares (paying 10% dividend) are bought at a discount of ₹ 20 and another 100, ₹ 100 shares (paying 10% dividend) are bought at ₹ 120. The total dividend earned is ______.
विकल्प
₹ 00
₹ 2,000
₹ 400
₹ 2,400
उत्तर
100, ₹ 100 shares (paying 10% dividend) are bought at a discount of ₹ 20 and another 100, ₹ 100 shares (paying 10% dividend) are bought at ₹ 120. The total dividend earned is ₹ 2,000.
Explanation:
For first 100 shares:
F.V of one share = ₹ 100
M.V of one share = ₹ 100 – ₹ 20 = ₹ 80
Rate of dividend = 10%
Dividend on one share = 10% of ₹ 100
= `10/100 xx 100`
= ₹ 10
Dividend on 100 shares = 100 × 10
= ₹ 1000
For another 100 shares:
F.V of one share = ₹ 100
Rate of dividend = 10%
M.V of one share = ₹ 120
∴ Dividend on one share
= 10% of ₹ 100
= ₹ 10
`\implies` Dividend on 100 shares
= 100 × 10
= ₹ 1000
∴ Total dividend earned
= ₹ 1000 + ₹ 1000
= ₹ 2000
संबंधित प्रश्न
Salman invests a sum of money in Rs. 50 shares, paying 15% dividend quoted at 20% premium. If his annual dividend is Rs. 600, calculate:
1) the number of shares he bought.
2) his total investment.
3) the rate of return on his investment.
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?
Rs. 480 is divided equally among ‘x’ children. If the numbers of children were 20 more then each would have got Rs. 12 less. Find ‘x’.
Gagan invested Rs 80% of his savings in 10% Rs 100 shares at 20% premium and the rest of his savings in 20% Rs 50 shares at Rs 20% discount. If his incomes from these shares is Rs 5,600 calculate:
(1) His investment in shares on the whole
(2) The number of shares of first kind that he bought
(3) Percentage return, on the shares bought on the whole.
Mrs. P. Chandra invested Rs. 19,200 in 15% Rs. 100 shares at 20% discount. After a year, she sold these shares at Rs. 90 each and invested the proceeds (including her dividend) in 20%, Rs. 50 shares at Rs. 42. Find:
(i) The dividend for the first year.
(ii) Her annual income in the second year.
(iii) The percentage change in her return on her original investment.
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.
Ashok invested Rs. 26,400 in 12%, Rs. 25 shares of a company. If he receives a dividend of Rs. 2,475, find the:
- number of shares he bought.
- market value of each share.
Salman buys 50 shares of face value Rs.100 available at Rs.132.
(i) What is his investment?
(ii) If the dividend is 7.5%, what will be his annual income?
(iii) If he wants to increase his annual income by Rs.150, how many extra shares should he buy?
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.
The number of ₹ 25 shares, paying 24% dividend, with total dividend ₹ 1,350 is ______.
