# Sample Troubles Of Bet Size

For all of these problems, assume a MinWin of $100 and a MinEdge of five percent.

### Problem 1

You assume a prop satisfies your MinEdge and the probabilities are 10:1. How much should you bet?

### Trouble 2

You think a prop fulfills your MinEdge and also the terms are -1200. What is your optimal bet size?

## Issue 3

You have a choice that you believe carries a twenty percent side, however, it’s a bet that pays 5:1. What is your ideal bet size?

## Issue 4

You discover Minnesota at 50:1 to win the Super Bowl, and you assume the probabilities should be less than half that, so you figure your side is about one hundred percent. That’s twenty times your MinEdge. What is your optimum bet size?

## Problem 5

The common two-team parlay pays 13:5. For a MinWin of $100 and a two-team parlay that promises the MinEdge, just how much should be wagered on the two-teamer?

## Problem 6

The typical three-team parlay pays 6:1. For a MinWin of $100 as well as a three-team parlay that guarantees the MinEdge, just how much should be bet on the three-teamer?

## Solutions to Experience Troubles

These remedies think of a MinWin of $100 and also a MinEdge of five percent.

## Issue 1

You believe a prop satisfies your MinEdge and also the odds are 10:1. Just how much should you bet?

Wager 1/10 of the MinWin, or $10 to try to win $100.

### Problem 2

You assume a prop satisfies your MinEdge and also the terms are -1200. What is your optimal bet size?

Math warrants wagering up to $1200 to try to win $100. Yet you do not have to wager that much if you won’t be able to sleep with $1200 in jeopardy, or won’t be able to rest after shedding $1200.

## Issue 3

You have a choice that you think lugs a twenty percent side, yet it’s a bet that pays 5:1. What is your ideal bet size?

The proportion of the wager to the win is 1/5, which says to wager 1/5 of the MinWin. Twenty percent edge is four times the MinEdge, which states wager to win four times that much. Multiplying four times 1/5 returns a bet size of 80 percent of the MinWin. Thus the ideal bet size is $80 to try to win

$ 400.

## Trouble 4

You discover Minnesota at 50:1 to win the Super Bowl, and also you believe the changes need to be less than half that, so you figure your edge is about 100 percent. That’s twenty times your MinEdge. What is your optimum bet size?

#### Increase your MinWin by 20 to reflect your massive edge.

And then divide by 50 to show the odds on the wager. The outcome is to bet a quantity equal to 40 percent of your MinWin, or $40 to try to win $2000.

## Issue 5

The normal two-team parlay pays 13:5. For a MinWin of $100 as well as a two-team parlay that assures the MinEdge, how much should be wagered on the two-teamer?

#### Separate your MinWin by 13/5 to reflect the odds on the bet.

The solution is to wager an amount equal to 5/13 of your MinWin, or about $40 to attempt to win $104.

## Trouble 6

The normal three-team parlay pays 6:1. For a MinWin of $100 as well as a three-team parlay that promises the MinEdge, how much should be wagered on the three-teamer?

#### Separate your MinWin by 6 to show the odds on the bet.

The answer is to bet an amount equal to 1/6 of your MinWin, or $17 to try to win $102.