RESPOSTA O que é SEO e para que serve

Com essas duas plataformas, os seus resultados orgânicos em buscas locais serão bem maiores. É possível cadastrar os serviços que a empresa oferece e incluir a área de atuação. Uma outra vantagem do Google Meu Negócio é que ele possui a função Google Post, que permite incluir publicações sobre a empresa, assim como acontece nas redes sociais. Pesquise e construa o seu conteúdo com base nos principais interesses do público. Para facilitar, você pode usar o Google Trends e descobrir quais termos de pesquisa estão mais em alta de acordo com o assunto ou produto que a sua empresa oferece. Além disso, uma atividade rotineira em seu trabalho será a criação de relatórios e apresentação às pessoas chave da empresa.

<div style="text-align:center">
<iframe width="564" height="314" src="https://www.youtube.com/embed/u3hwj6wDbjY" frameborder="0" alt="O que faz um SEO de uma empresa" allowfullscreen></iframe>
</div>

<img width="489" src="https://i.ytimg.com/vi/hm2A-L378EQ/hqdefault.jpg">
O Google ainda não leva 100% em consideração as ações dentro das redes sociais para o seu ranqueamento. Ou seja, não importa se você conquistou uma grande gama de seguidores, curtidas ou compartilhamentos, isso não afetará o posicionamento do seu conteúdo nas pesquisas. https://bit.ly/3XSczyU , é preciso ter muita atenção, pois um erro comum é encher as páginas com links aleatórios, o que pode ser penalizado pelo Google. A utilização de links externos deve ser feita com sabedoria, inserindo apenas conteúdos relevantes para o assunto tratado na página.

<h2>Por Que Seo Ajuda Nos Resultados?</h2>
Quando um usuário entra na página, os títulos e intertítulos já dão uma ideia de como a informação está dividida e de onde o usuário pode procurar aquilo que busca. Chamamos isso de escaneabilidade, uma organização simples que auxilia o leitor a entender a arquitetura do conteúdo e permite uma leitura mais fluida. O Googlebot visita cada uma das páginas, verifica a existência de novos links ou alterações, e envia para a indexação, atualizando suas informações. O primeiro deles é o rastreamento, processo pelo qual o Googlebot identifica as páginas novas para enviá-las à lista de resultados do buscador. Para realizar essa ação, os robôs utilizam algoritmos para determinar a priorização e a frequência de indexação. A atualização de conteúdo é um processo baseado em transformações de conteúdos antigos em posts mais atrativos.

<img class="alignright" style="float:right;margin-left:10px;" src="data:image/jpeg;base64,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" width="301px" alt="O que faz um SEO de uma empresa">
Um site bem arquitetado consegue aumentar sua usabilidade, pois o SEO foi trabalhado para fornecer esse conforto para o cliente quando ele chegar à página de seu interesse. O fato é que é necessário fazer uma série de ações para ajudar na otimização de páginas. A notícia boa é que existem ferramentas disponíveis no mercado para chegar rapidamente no que deve ser aprimorado, fazer uso delas irá poupar bastante tempo.

<h3>Mudanças Com A Popularização Do Google</h3>
O aumento do alcance e do fortalecimento da marca podem impulsionar as vendas. Afinal, quanto mais pessoas descobrem e acessam o site da empresa, maiores as chances de conversão. Em longo prazo, investir tempo e recursos em SEO pode não apenas aumentar a visibilidade orgânica, como também resultar na economia de dinheiro. Neste caso, o valor e a reputação da marca são levados em consideração para o ranqueamento.

<div itemscope itemprop="mainEntity" itemtype="https://schema.org/Question">
<div itemprop="name">
<h2>Quais os benefícios do SEO?</h2>
</div>
<div itemscope itemprop="acceptedAnswer" itemtype="https://schema.org/Answer">
<div itemprop="text">
<p></p>
<ul>
<li>Oferece taxas de aquisição mais altas.</li>
<li>Melhora experiência do usuário.</li>
<li>Incentiva usuários locais a visitar a loja física.</li>
<li>Ajuda a criar credibilidade para marca.</li>
<li>Ajuda a estabelecer o reconhecimento da marca.</li>
<li>Garante compatibilidade com dispositivos móveis do seu site.</li>
</ul>
<p></p>
</div>
</div>
</div>

<div itemscope itemprop="mainEntity" itemtype="https://schema.org/Question">
<div itemprop="name">
<h2>Como fazer SEO para E-commerce?</h2>
</div>
<div itemscope itemprop="acceptedAnswer" itemtype="https://schema.org/Answer">
<div itemprop="text">
<p></p>
<ol>
<li>Defina suas palavras-chave.</li>
<li>Desenvolva bons conteúdos.</li>
<li>Otimize títulos e imagens.</li>
<li>Tenha URLs amigáveis.</li>
<li>Utilize links internos e link building.</li>
<li>Trabalhe a arquitetura do seu site.</li>
<li>Atente-se às mudanças do algoritmo.</li>
</ol>
<p></p>
</div>
</div>
</div>

<iframe src="https://www.youtube.com/embed/5SyZX1RAcG8" width="560" height="315" frameborder="0" allowfullscreen></iframe>

Edit
Pub: 14 Jun 2023 13:33 UTC
Views: 314