Bina tick ke, traders ek doosre ko fractions of a cent se hamesha undercut karte rehte ("penny-jumping" to infinity) — order book chaotic ho jaata aur quotes meaningless ho jaate.
Bina lot ke, exchange systems dust-sized orders mein dub jaate. Lots contracts ko standardize karte hain (derivatives mein crucial) taaki har participant ko notional per unit pata ho.
Bid-ask spread best buy price (bid) aur best sell price (ask) ke beech ka gap hai. Ek market maker yeh spread liquidity provide karne ke compensation ke roop mein earn karta hai.
Spread ticks ki ek whole number honi chahiye: Spread=n⋅τ jahan n≥1, τ= tick.
Isliye minimum possible spread exactly ek tick hai:
Spreadmin=τ
Yeh step kyun? Kyunki bid aur ask dono grid par hone chahiye aur ask > bid, toh woh ek doosre ke sabse paas sirf ek rung door ho sakte hain.
Yeh kyun matter karta hai: Low-priced stocks tick-constrained hoti hain — unka spread ek bhari percentage se neeche nahi ja sakta. High-priced stocks tick ko almost feel hi nahi karti.
jahan L= lot size, P= price. Kyun? Sabse chhota order ek lot hota hai, jo ek lot × price ke barabar hota hai.
Rounding / odd-lot effect: agar aap upar wale stock ka \50{,}000chahtehain,tohaapzyadasezyada\lfloor 50000/3000 \rfloor = 16sharesrakhsaktehain—lekinL=100$ ke saath aap ek lot bhi nahi khareed sakte. Lot size allocation ko granularize karti hai aur odd-lot residuals create karti hai.
Socho ek shop hai jo sirf 12 ke boxes mein eggs bechti hai (yeh lot size hai) aur sirf 10-cent coins mein payment accept karti hai (yeh tick size hai). Aap 5 eggs nahi khareed sakte, aur aap exactly $1.03 pay nahi kar sakte. Agar coins chhote hote (1-cent), toh aap fairer price pay kar sakte — lekin cashier ko hamesha count karna padta aur till par chaos ho jaata. Agar box chhoti hoti (3 eggs), toh zyada bacche ek box afford kar sakte. Stock market mein prices aur quantities ek grid par rehti hain bilkul isi tarah, aur squares ka size change karta hai ki kaun khel sakta hai aur kitna sasta hai.