Stocks and Shares · What trading equities costs · lesson 2 of 9 · 6 min read · David Alexander
What crossing the spread costs, name by name
spread cost
The bid-offer gap converted to position money: spread percentage times position value, paid in full across a round trip. In equities it is the cost that varies most - the same £2,000 position pays pennies in a megacap and three figures in a small-cap - which makes the tier check the first line of any cost estimate.
Module 2 taught the spread as a percentage. This lesson multiplies it by your position, because costs are paid in money, and the range across names is the widest on the platform.
The arithmetic, tier by tier
A 500-share position at £4.00 is £2,000. In a megacap quoting a 0.2% spread, the full round trip costs £4 - a rounding error. The identical position in a small-cap quoting 6% costs £120 on the same arithmetic - 6% of the position gone before anything moves, a hurdle most trade ideas cannot clear. Same exchange, same order ticket, thirty times the cost: module 1's hundredfold liquidity range, arriving on the invoice.
Half now, half later, all real
- Entering at the offer pays half the spread against the mid; exiting at the bid pays the other half - the round trip pays the width.
- Limit orders can earn the spread instead of paying it - at the price of maybe not trading; the choice between paying for certainty and being paid to wait is an execution decision this platform describes without prescribing.
- The profile matters as much as the quote: module 2's open-auction width and news-stretch mean the same name charges different spreads by hour - timing an entry into calm hours is a real cost reduction, free of any forecast.
The standing habit
Before any equity trade: position value times spread percentage, at the hour you will actually trade. If that number is a meaningful share of the idea's target, the idea has a cost problem no analysis fixes - the same gate every track has installed, with equities' twist being how violently the answer swings between names.
Check your understanding
Question 1 of 2
The same £2,000 position costs £4 to round-trip in one name and £120 in another. What explains it?