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Consider the limit order table in problem 4.3 (attached below) from the reading for weeks 3 and 4 (attached with the assignment). Assume that the
Consider the limit order table in problem 4.3 (attached below) from the reading for weeks 3 and 4 (attached with the assignment). Assume that the following two orders arrive in a sequence :
Limit order table in problem 4.3:
Trader | Sequence | Price | Quantity | Display | |
Irina | 5 | 16 | 1000 | y | |
Gina | 2 | 15.07 | 500 | y | |
Esteban | 1 | 15.07 | 100 | y | |
Dmitri | 4 | 15.05 | 300 | n | |
Sell | Alice | 3 | 15.05 | 200 | y |
Buy | Bruce | 2 | 15.03 | 400 | n |
Hans | 1 | 15.01 | 300 | y | |
Cho | 3 | 15 | 200 | y | |
Frank | 4 | 15 | 300 | n | |
Jing | 5 | 14.5 | 2000 | y |
a. Kathy: Buy 300, limit 15.05 b. Lane: Buy 600, limit 15.10 What is the resulting limit order book?
Answer:
BUYER | Price | Quantity | Seller | Price | Quantity |
Kathy | 15.05 | 300 | Gina | 15.07 | 500 |
Bruce | 15.03 | 400 | Irina | 17 | 1,000 |
Hans | 15.01 | 300 | |||
Cho | 15 | 200 | |||
Frank | 15 | 300 | |||
Jing | 14.5 | 2000 |
Now reverse the order of the sequence. That is, Lanes order arrives before Kathys. What is the resulting limit order book? Is it the same?
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