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A man bought 20 shares of Rs. 50 at 5 discount, the rate of dividend being 13$ \dfrac{1}{2} $. The rate of interest obtained is:
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To produce an annual income of Rs. 800 from a 8% stock at 90, the amount of stock needed is:
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A 6% stock yields 8%. The market value of the stock is:
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A man invests some money partly in 9% stock at 96 and partly in 12% stock at 120. To obtain equal dividends from both, he must invest the money in the ratio:
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A 14% stock yielding 8% is quoted at:
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By investing Rs. 1620 in 8% stock, Michael earns Rs. 135. The stock is then quoted at:
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A man buys Rs. 20 shares paying 9% dividend. The man wants to have an interest of 12% on his money. The market value of each share is:
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The cost price of a Rs. 100 stock at 4 discount, when brokerage is $\dfrac{1}{4}$% is:
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A man invests some money partly in 12% stock at 105 and partly in 8% stock at 88. To obtain equal dividends from both, he must invest the money in the ratio:
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A man invested Rs. 4455 in Rs. 10 shares quoted at Rs. 8.25. If the rate of dividend be 12%, his annual income is:
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