Question 13 Marks
Ashutosh invested Rs 58,500 in buying shares of Rs 150 each of 'Van Chemicals', when it was available in the market at a premium of 30%. He sells one third of them at a market rate of Rs 215, one third of them at a market rate of Rs 195 and the rest at Rs 175. Find his loss or gain from the transaction.
Answer
View full question & answer→Investment by Ashutosh $=$ Rs 58,500
Price at which Ashutosh purchased one share =
$\operatorname{Rs}(150+30 \%$ of Rs 150$)=\operatorname{Rs}(150+45)=\operatorname{Rs} 195$
No. of shares purchased by Ashutosh $=\frac{58500}{195}=300$
Shares sold at Rs $215=1 / 3 \times 300=100$
Selling price of 100 shares at Rs 215
$=\operatorname{Rs}(100 \times 215)=\operatorname{Rs} 21,500$$\ldots (i)$
Shares sold at Rs $195=1 / 3 \times 300=100$
Selling price of 100 shares at Rs 175
$
=\operatorname{Rs}(100 \times 175)=\operatorname{Rs} 17,500\ldots(ii)
$
Adding (i), (ii) and (iii), gives total money Ashutosh received by selling his shares
$
=\operatorname{Rs}(21,500+19,500+17,500)=\operatorname{Rs} 58,500
$
Difference in selling price and cost price $=\operatorname{Rs}(58,500-58,500)$
$=$ Rs 0 .
Hence, Ashutosh sold his shares at no loss or no gain.
Price at which Ashutosh purchased one share =
$\operatorname{Rs}(150+30 \%$ of Rs 150$)=\operatorname{Rs}(150+45)=\operatorname{Rs} 195$
No. of shares purchased by Ashutosh $=\frac{58500}{195}=300$
Shares sold at Rs $215=1 / 3 \times 300=100$
Selling price of 100 shares at Rs 215
$=\operatorname{Rs}(100 \times 215)=\operatorname{Rs} 21,500$$\ldots (i)$
Shares sold at Rs $195=1 / 3 \times 300=100$
Selling price of 100 shares at Rs 175
$
=\operatorname{Rs}(100 \times 175)=\operatorname{Rs} 17,500\ldots(ii)
$
Adding (i), (ii) and (iii), gives total money Ashutosh received by selling his shares
$
=\operatorname{Rs}(21,500+19,500+17,500)=\operatorname{Rs} 58,500
$
Difference in selling price and cost price $=\operatorname{Rs}(58,500-58,500)$
$=$ Rs 0 .
Hence, Ashutosh sold his shares at no loss or no gain.