How Betting works ?

 

As of now Indian winning probability is 90%~  and New Zealand winning is 9%   In the stock market as well probability plays important role.


1️⃣ Basic Formula Used in Betting Odds

In decimal odds, the relationship is:

Odds=1Probability\textbf{Odds} = \frac{1}{\text{Probability}}

Example:

If probability of winning = 90% (0.90)

Odds=10.90=1.11Odds = \frac{1}{0.90} = 1.11

But bookmakers add margin, so odds become slightly worse for bettors.


2️⃣ Convert the Odds in Your Screenshot to Probability

India Odds = 1.07

Probability=11.07Probability = \frac{1}{1.07} =0.9345= 0.9345

93.45% chance


New Zealand Odds = 8.84

Probability=18.84Probability = \frac{1}{8.84} =0.1131= 0.1131

11.31% chance


3️⃣ Why Probabilities Add More Than 100%

Add both:

93.45% + 11.31% = 104.76%

The extra 4.76% is the bookmaker margin.

This is how betting companies guarantee profit.


4️⃣ Why India Became 1.07 ?

Match situation:

  • India 98/0 in 7 overs

  • New Zealand not started batting

  • T20 match

This means:

  • Required run rate low

  • Wickets intact

  • High win probability

The bookmaker’s algorithm (usually Monte Carlo simulation + historical models) recalculates win probability every ball.


5️⃣ How Bookmakers Actually Calculate It (Simplified)

Their model uses:

Inputs

  • Current score

  • Overs remaining

  • Wickets remaining

  • Pitch conditions

  • Team strength

  • Player performance data

  • Historical matches

  • Machine learning models

Then they run thousands of simulations of the remaining match.

Example:

10,000 simulations:

ResultTimes
India wins9345
NZ wins655

Probability:

India = 93.45%
NZ = 6.55%

Then bookmaker adds margin.


6️⃣ Quick Example of Payout

If you bet ₹10,000 on India at 1.07

Return:

10,000×1.07=10,70010,000 × 1.07 = 10,700

Profit = ₹700


If you bet ₹10,000 on NZ at 8.84

Return:

10,000×8.84=88,40010,000 × 8.84 = 88,400

Profit = ₹78,400

But probability is very low.


Statistics plays an important role in betting either in stock market or wherever betting is involved.

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