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Direction: A, B, C, D and E are 5 stock investors. B purchased 2000 shares of reliance capital at 400. He seems market as a bearish and sold all his shares at 390 on next day. A, C and D bought 1000, 700 and 300 of these shares in quantity on the same day respectively. Now A and C sold 500 and 350 shares respectively on the same day and E purchased them at 395
Intraday ⇒ Buy and Sell shares on same day.
Delivery ⇒ Buy and Sell on different days.
Brokerage charges for Intraday for each transaction = 1%
Brokerage charges for Delivery for each transaction = 0.5%
If A sold all his remaining shares after 1 week at Rs. 420 per share, find his overall profit or loss percentage on these shares only.
5.8%
3.3%
6.6%
13.2%
None of these
Let’s break it down with the numbers that matter:
- B bought 2000 shares at ?400, sold at ?390 next day—clearly a bearish move, took a loss.
- A bought 1000 of those shares at ?390 (delivered from B), brokerage for delivery is 0.5% both when buying and selling.
- On the same day, A sold 500 out of his 1000 shares (intraday)—brokerage for intraday is 1% per transaction.
- A still had 500 shares left. After 1 week, he sold them at ?420 each.
Let’s calculate profit/loss on these 500 shares:
1. Buy price per share = ?390
- Brokerage on buying (delivery) = 0.5% of 390 = ?1.95 per share
- Effective buy price = ?391.95 per share
2. Sell price per share = ?420 (after a week)
- Brokerage on selling (delivery) = 0.5% of 420 = ?2.10 per share
- Effective sell price = ?417.90 per share
3. Profit per share = ?417.90 - ?391.95 = ?25.95
- Total profit = ?25.95 × 500 = ?12,975
4. Total investment = ?391.95 × 500 = ?195,975
5. Profit Percentage = (?12,975 / ?195,975) × 100 ˜ 6.6%
---
Option 3: 6.6%
What this really means:
You understood the problem, crunched the brokerage correctly, and landed on the perfect profit percentage for A’s remaining shares. The brokerage eats into the gains, but A still makes a neat 6.6% profit. Option 3 is exactly right.
By: Parvesh Mehta ProfileResourcesReport error
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