William Hill Price Boost – Man City v Chelsea

Man City host Chelsea in today’s early kick-off and you don’t want to miss this William Hill price boost! They’re enhancing Man City and Chelsea both to score from 8/13 to Evens! Translated into matched betting terms, this gives us a guaranteed profit of £3.20 and here’s how…

Price Boost:

This price boost will be available to ALL customers from 11:00 on Saturday 3rd December 2016 and will be available to the first 25,000 customers to take it up!

The maximum stake for this price boost is £20.00.

I like to place my exchange lay bets with Smarkets as they have great liquidity, the site is really easy to use and they only charge 2% commission in comparison to the 5% charged by other betting exchanges.

We can calculate our lay stakes using my matched betting calculator…

Back Bet (Bookie)

%

Lay Bet (Betting Exchange)

%

Min £
Max £
Lay stake required: £
Bookie
Exchange
Cashback
Total
If back (bookie) bet wins
£
£
£
= £
If lay (exchange) bet wins
£
£
£
= £
Total profit: £

Optimal Underlay

Lay stake required: £
Exchange liability: £

If back (bookie) bet wins: £
If lay (exchange) bet wins: £

Optimal Overlay

Lay stake required: £
Exchange liability: £

If back (bookie) bet wins: £
If lay (exchange) bet wins: £

As you can see, the calculator tells us that our lay stake should be £23.67…

williamhill

Place £20.00 on ‘Both Teams To Score’ @ 2.00 = Potential profit of £20.00

smarkets white

Lay £23.67 on ‘Both Teams Score – Yes’ @ 1.71 = Potential liability of £16.80

Let’s have a look at our profit/loss for the two potential outcomes…

Both teams score + £20.00 – £16.80 = £3.20 profit
Someone keeps a clean sheet – £20.00 + £23.20 (£23.67 minus 2% commission) = £3.20 profit

So, regardless of the result of the match, we will make a guaranteed profit of £3.20 on this William Hill offer.

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Matt Kirman - Matched Betting Blogger

Matt KirmanMatched Betting Blogger

Since 2014, I’ve blogged over £85,000 worth of profit, and made it my mission to make matched betting accessible to everyone.