To obtain Rs. 10, investment = Rs. 96.
| To obtain Rs. 650, investment = Rs.$ \left(\dfrac{96}{10} \times 650\right) $= Rs. 6240. |
By investing Rs. 1552, income = Rs. 128.
| By investing Rs. 97, income = Rs.$ \left(\dfrac{128}{1552} \times 97\right) $= Rs. 8. |
$\therefore$ Dividend = 8%
To earn Rs. 10, money invested = Rs. 100.
| To earn Rs. 12, money invested = Rs.$ \left(\dfrac{100}{10} \times 12\right) $= Rs. 120. |
$\therefore$ Market value of Rs. 100 stock = Rs. 120.
| To earn Rs.$ \dfrac{50}{3} $, investment = Rs. 64. |
| To earn Rs. 1500, investment = Rs.$ \left(64 \times\dfrac{3}{50} \times 1500\right) $= Rs. 5760. |
Face Value of the stock = Rs.2000
Dividend is 7 $\dfrac{1}{2}$% = $\dfrac{15}{2}$% of the face value
Dividend = $\dfrac{2000 \times 15 }{2 \times 100}$ = Rs.150
Face value of a company X is Rs.10
Traded at a discount of Rs.2
The market value of X now is (Rs.10 – Rs.2) = Rs.8
Cost of each share = (20 + 2.5% of 20) = Rs.20.5
Therefore, number of shares = 8200/20.5 = 400
To earn Rs.15, investment = Rs.50.
Hence, to earn Rs.1500, investment = (1500*50)/15
= Rs.5000
Dividend on 1 share = (12.5 * 50)/100 = Rs.6.25
Rs.25 is income on an investment of Rs.100
Rs.6.25 is income on an investment of Rs. (6.25 * 100)/25 = Rs.25
Cost Price=$Rs.\left(100-4+\dfrac{1}{4}\right)$
=Rs.96.25
To earn $Rs. \dfrac{50}{3},investment $
= Rs.64
To earn Rs. 1500, investment =$Rs.\left(64\times\dfrac{3}{50}\times1500\right)$
=Rs.5760
To obtain Rs. 10, investment = Rs. 96.
To obtain Rs. 650, investment =$Rs.\left(\dfrac{96}{10}\times650\right)$
=Rs.6240