hard · Market Microstructure
Two venues quote the same NBBO for a stock. Venue A is a continuous lit limit-order book; Venue B is a frequent-batch auction that clears all crossing orders at a uniform price every 100 milliseconds. A fast trader holds a stale-quote-sniping strategy that profits by picking off resting limit orders the instant a correlated signal moves. An analyst predicts that moving liquidity from Venue A to Venue B raises the realized (effective) spread paid by slow liquidity-demanding traders, because batching delays their fills. Assess this prediction.
- Likely wrong: frequent batch auctions convert the latency race into a price-priority competition at the clear, which curbs stale-quote sniping and tends to let liquidity providers quote tighter, lowering effective spreads for slow traders despite the fill delay
- Likely right: the 100 ms delay forces slow traders to cross a wider book because liquidity providers widen quotes to compensate for the batch latency they themselves now bear
- Likely right: batching removes time priority, so liquidity providers face more queue uncertainty and demand a larger spread, which the slow trader ultimately pays at the clear
- Indeterminate: effective spread depends only on the NBBO, which is identical across venues by assumption, so the venue mechanism cannot change what slow traders pay
Sign up free to see the explanation and track your rank →
More Market Microstructure practice
- A stock is quoted at $50.00 bid x $50.10 ask. A buyer submit… — How does this action affec
- A stock is trading at $100.00. The Level 1 S&P 500 Market-Wi… — What is the status of trad
- If the stock price drops instantly from $50.05 to $49.00 in a 'flash crash,' what happens
- Under the National Market System (Reg NMS), if Exchange A is quoting a stock at $10.00 x
- If the stock gaps down and opens at $69.50 on Tuesday morning, at what price will the trad
- If the dealer uses a quote shading parameter of κ = 0.00004 to manage inventory, what is t
- A trader places a large sell order for 50,000 shares at $50.01 only to cancel it immediate
- Using the Lee-Ready algorithm, how should a trade occurring at $50.10 following a $50.00 t