Most people understand that Google Adwords assigns a Quality Score to your keyword and advert, and that this is combined with the cost per click to somehow decide how much you have to pay per click, and what position your advert appears in.
But few actually understand exactly how it happens, and quite how important your quality score really is. If you’re one of these people, then read on, and I’ll explain…
Before we begin, you should be aware that there are two different versions of the Quality Score. The version that establishes your minimum cost per click is based on the relevance of your keyword to the search term, the clickthrough rate, the advert text and the relevance of the landing page. But the version that calculates your advert rank ignores the landing page. Strange, but true.
Firstly, there’s the question of what position your advert appears in. That’s fairly straightforward – the cost per click is multiplied by the quality score, and the adverts are ranked according to this. So, if you’ve got the following seven adverts, with the cost per clicks and quality scores given, the rankings would be as follows:
Advert Bid QS Adj. Bid Position
A £1.00 1.0 (1.0*1.0)=1.00 3
B £0.90 1.6 (0.9*1.6)=1.44 1
C £0.80 1.1 (0.8*1.1)=0.88 4
D £0.70 2.0 (0.7*2.0)=1.40 2
E £0.60 1.2 (0.6*1.2)=0.72 6
F £0.50 1.5 (0.5*1.4)=0.75 5
G £0.40 1.7 (0.4*1.7)=0.68 7
Now comes the hard part – how much do you actually bid to get that position?
Google starts with the bottom position – in this case G which is seventh – and charges the minimum bid. For the sake of argument, we’ll call this £0.10
To get sixth, advert E needs an adjusted bid of 0.69 (to beat the 0.68 for G). Given that it has a Quality Score of 1.2, the actual bid would need to be £0.57 (as £0.57 * 1.2 = £0.69).
To get fifth, advert F needs to beat the adjusted bid of 0.72 from G, which means that the actual bid for F would be (0.72/1.5) = £0.48
And so on…
Filling in the remaining numbers, you get the following:
Advert Bid QS Adj. Bid Position Actual Bid
B £0.90 1.6 (0.9*1.6)=1.44 1 £0.88
D £0.70 2.0 (0.7*2.0)=1.40 2 £0.50
A £1.00 1.0 (1.0*1.0)=1.00 3 £0.88
C £0.80 1.1 (0.8*1.1)=0.88 4 £0.68
F £0.50 1.5 (0.5*1.4)=0.75 5 £0.48
E £0.60 1.2 (0.6*1.2)=0.72 6 £0.57
G £0.40 1.7 (0.4*1.7)=0.68 7 £0.10
Which is useful to know, but how is this important?
Consider advert A, which is pretty hopeless, with a QS of 1.0. If A can get onto the same level as G, and improve the quality score to 1.7, it jumps to the top of the search ranking, and even ends up paying less! Instead of paying £0.88 to appear third, they would pay £0.85 to be top! Cheaper clicks, and twice as many of them! That’s a big return for just changing the advert text a bit, and making sure that the advert is more closely matched to the search term (you can do this by trying to turn your broad match traffic into phrase and exact match by adding new keywords).
But what if you’ve already got a good quality score? Is it worth trying to squeeze a little bit more out of your advert, or is your time better spent doing something else?
Consider advert F. What happens in the above example, if they increase their QS from 1.5 up to 1.55? They don’t move up the rankings, so it’s probably not worthwhile? Wrong. Two things happen here. Firstly, their advert costs £0.46 instead of £0.48. So they get about 5% more clicks for their money (if they are limited by their budget, or pay 5% less for their traffic (if they aren’t). That’s like getting 2½ weeks of traffic free every year.
But as always, Google doesn’t lose out (they’re very clever here!) as advert C pays £0.70 instead of £0.68 for their advert. So your competition are effectively giving you their money! Depending on how you feel about your main rivals, this may give you a very warm and fuzzy feeling inside…

