Post by account_disabled on Feb 28, 2024 8:39:56 GMT
If, however, you aim to be first on the page for the term " urgent plumber Savona ", you have radically restricted the set of interested users carrying out this search, you will find much less competition, and in all likelihood those looking for that term are very well prepared to do business with you, if you are really a plumber from Savona who carries out urgent interventions. Imagine specifying even more, and therefore aiming to intercept those searching for " urgent shower plumber Albissola ". Of course, there won't be millions of daily searches on Google with these words, but there will be very few competitors for this search, and there is a very high probability that whoever finds you will contact you, if you do exactly the job they're looking for.
But they will also find you on searches such as " urgent plumber boiler Savona " or " urgent plumber 24h Albissola " and all the possible related combinations of these and other terms. In short, they will find you on the “long tail” of the Nepal Phone Number word “ plumber ”. IF A FEW KEYWORDS COST A LOT, MANY KEYWORDS COST LITTLE The exponential distribution model exactly fixes some characteristics of phenomena like these: a few single words are searched for a lot, and "cost" a lot, but there are countless multiple-word keywords that are searched for little, and which cost little. The latter constitute the so-called "Long Tail". An infinite, unlimited strip of very detailed searches, made up of multiple words, and at a very low cost, almost nothing.
The surprising fact, which makes this whole discussion interesting, is that the performance of Long Tail terms is much higher than that of single terms. COMPLEX KEYWORDS CONSTITUTE THE “LONG TAIL” Well yes. However numerous the searches on a single word, they will always constitute a finite number of possibilities. Instead, the number of searches on the possible derivations, articulations, variations of the main word with other secondary ones are potentially infinite, and even if each of them produces very few searches, the overall sum of the latter is largely superior to the finite number. To clarify, continuing the example illustrated previously, the sum of all searches of the type .
But they will also find you on searches such as " urgent plumber boiler Savona " or " urgent plumber 24h Albissola " and all the possible related combinations of these and other terms. In short, they will find you on the “long tail” of the Nepal Phone Number word “ plumber ”. IF A FEW KEYWORDS COST A LOT, MANY KEYWORDS COST LITTLE The exponential distribution model exactly fixes some characteristics of phenomena like these: a few single words are searched for a lot, and "cost" a lot, but there are countless multiple-word keywords that are searched for little, and which cost little. The latter constitute the so-called "Long Tail". An infinite, unlimited strip of very detailed searches, made up of multiple words, and at a very low cost, almost nothing.
The surprising fact, which makes this whole discussion interesting, is that the performance of Long Tail terms is much higher than that of single terms. COMPLEX KEYWORDS CONSTITUTE THE “LONG TAIL” Well yes. However numerous the searches on a single word, they will always constitute a finite number of possibilities. Instead, the number of searches on the possible derivations, articulations, variations of the main word with other secondary ones are potentially infinite, and even if each of them produces very few searches, the overall sum of the latter is largely superior to the finite number. To clarify, continuing the example illustrated previously, the sum of all searches of the type .