General Questions
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| Dividend on ₹ 20 = ₹ | ![]() |
9 | x 20 | ![]() |
= ₹ | 9 | . |
| 100 | 5 |
₹ 12 is an income on ₹ 100.
₹ |
9 | is an income on ₹ | ![]() |
100 | x | 9 | ![]() |
= ₹15. |
| 5 | 12 | 5 |
To obtain ₹ 10, investment = ₹ 96.
| To obtain ₹ 650, investment = ₹ | ![]() |
96 | x 650 | ![]() |
| 10 | ||||
| = ₹ 6240. |
For an income of ₹ 8, investment = ₹ 100.
| For an income of ₹ 6, investment = ₹ | ![]() |
100 | x 6 | ![]() |
| 8 | ||||
| = ₹ 75. |
Market value of ₹ 100 stock = ₹ 75.
To earn ₹ 135, investment = ₹ 1620.
| To earn ₹ 8, investment = ₹ | ![]() |
1620 | x 8 | ![]() |
| 135 | ||||
| = ₹ 96. |
Market value of ₹ 100 stock = ₹ 96.
Let the investment in 9% stock be ₹ x.
Then, investment in 10% stock = ₹ (9800 - x).
| 9 | x x = | 10 | x (9800 - x) |
| 75 | 80 |
|
3x | = | 9800 - x |
| 25 | 8 |
24x = 9800 x 25 - 25x
49x = 9800 x 25
x = 5000.
| Number of shares = | ![]() |
4455 | ![]() |
= 540. |
| 8.25 |
Face value = ₹ (540 x 10) = ₹ 5400.
| Annual income = ₹ | ![]() |
12 | x 5400 | ![]() |
= ₹ 648. |
| 100 |
For an income of Re. 1 in 9% stock at 96, investment
| = ₹ | ![]() |
96 | ![]() |
= ₹ | 32 |
| 9 | 3 |
For an income Re. 1 in 12% stock at 120, investment
| = ₹ | ![]() |
120 | ![]() |
= ₹ 10. |
| 12 |
Ratio of investments = |
32 | : 10 = 32 : 30 |
| 3 |
. The rate of interest obtained is:
Investment = ₹ [20 x (50 - 5)] = ₹ 900.
Face value = ₹ (50 x 20) = ₹ 1000.
| Dividend = ₹ | ![]() |
27 | x | 1000 | ![]() |
= ₹ 135. |
| 2 | 100 |
| Interest obtained = | ![]() |
135 | x 100 | % |
= 15% |
| 900 |
% stock at 64, one earns ₹ 1500. The investment made is:
| To earn ₹ | 50 | , investment = ₹ 64. |
| 3 |
To earn Rs. 1500, investment
| = ₹ | ![]() |
64 x | 3 | x 1500 | ![]() |
= ₹ 5760. |
| 50 |
% stock at 117?Let investment in each case be ₹ (143 x 117).
| Income in 1st case = ₹ | ![]() |
11 | x 143 x 117 | ![]() |
| 143 | ||||
| = ₹ 1287. |
| Income in 2nd case = ₹ | ![]() |
39 | x 143 x 117 | ![]() |
| 4 x 117 | ||||
| = ₹ 1394.25 |
| Clearly, 9 | 3 | % stock at 117 is better. |
| 4 |

