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	<title>021c &#187; Bootcamp de programação</title>
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		<title>Analista de dados: formação, carreira e perspectiva</title>
		<link>https://021c.com.br/site/?p=645</link>
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		<pubDate>Wed, 22 Jun 2022 10:08:32 +0000</pubDate>
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				<category><![CDATA[Bootcamp de programação]]></category>

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		<description><![CDATA[Gostar de resolver problemas, ter uma base sólida de matemática/estatística e não ter medo de experimentar. A linguagem de programação SQL (Structured Query Language) como o nome sugere é uma linguagem que permite consultas estruturadas à uma base de dados relacional. Esta linguagem é de extrema importância para os cientistas, pois grande parte dos dados<p><a href="https://021c.com.br/site/?p=645" class="more-link themebutton">Read More</a></p>]]></description>
				<content:encoded><![CDATA[<p>Gostar de resolver problemas, ter uma base sólida de matemática/estatística e não ter medo de experimentar. A linguagem de programação SQL (Structured Query Language) como o nome sugere é uma linguagem que permite consultas estruturadas à uma base de dados relacional. Esta linguagem é de extrema importância para os cientistas, pois grande parte dos dados está acessível  por meio de SQL. Uma boa forma de começar a estudar qualquer área de conhecimento é ter uma noção ampla dos tópicos na área de interesse.</p>
<p>Assim, você se torna o que essas companhias estão em busca, sobretudo na área de dados. Uma empresa com maturidade de dados só consegue alcançar essa posição se, em seu quadro de  colaboradores, conta com profissionais totalmente imersos e qualificados nesse campo. É preciso entender a fundo temas como privacidade de dados, métricas e o passo a passo de como fazer uma análise. Como data analyst, você trabalhará com registros dos mais diferentes departamentos de um negócio. Por isso, é importante ser alguém capaz de se comunicar com essas áreas, estabelecendo um relacionamento e entendendo as necessidades de cada setor. A capacidade analítica é importante para que a pessoa analista não seja só alguém que vai enxergar o que os dados mostram.</p>
<h2>Vamos começar do zero, entendendo o que é a análise de dados:</h2>
<p>– Extrair dados de fontes primárias e secundárias e reorganizar esses dados em um formato que possa ser facilmente lido por humanos ou máquinas. Se o papel de um Analista de Dados parece adequado para você, aqui está o que você precisa saber. Somente quem já estudou na Udemy conhece todas as vantagens oferecidas pela plataforma. Um dos maiores benefícios é exatamente para aqueles que ainda estão com “um pé atrás”. Caso o aluno não fique satisfeito com o conteúdo do curso adquirido, é possível pedir o reembolso em até 30 dias após o pagamento e início das aulas.</p>
<ul>
<li>O uso de ferramentas de análise de dados, como linguagens de programação, bancos de dados e software estatístico, é essencial nessa etapa.</li>
<li>Além disso, sua simplicidade na escrita de código permite focar exclusivamente na manipulação dos dados.</li>
<li>A nova geração de pesquisadores trata dados de diferentes formatos, como tabelas, textos ou gráficos, extraindo informações preciosas e úteis para as empresas.</li>
<li>Um analista de dados trabalha de forma sistemática e eficiente para extrair informações valiosas de conjuntos de dados complexos.</li>
<li>Ciência de Dados não é uma disciplina puramente computacional, muito longe disso, e vai muito além de aplicar bibliotecas e conhecer ferramentas de auto ML.</li>
</ul>
<p>Os cursos de Análise de Dados ajudam a&nbsp; acelerar o processo de aprendizado e são focados no mercado de trabalho. Quem se forma nessas qualificações tem a preparação para lidar com rotinas de trabalho com dados e desempenhar papel fundamental nas empresas mais relevantes <a href="https://midiamax.uol.com.br/variedades/2024/bootcamp-e-a-melhor-escolha-para-seu-curso-de-analista-de-dados/">Bootcamp é a melhor escolha para seu curso de analista de dados</a> do país. Profissionais que se destacam como data analysts precisam, além da capacidade de interpretar, tornar a compreensão das informações mais acessível também para outras pessoas. Do contrário, só profissionais de dados poderão lidar com esse material.</p>
<h2>Análise prescritiva</h2>
<p>Cientistas de Dados são uma nova geração de especialistas analíticos que têm as habilidades técnicas para resolver problemas complexos – e a curiosidade de explorar quais são os problemas que precisam ser resolvidos. Se você está curtindo nosso conteúdo, inscreva-se no nosso Blog e conheça nosso canal no YouTube. Não perca nossos artigos semanais, repletos de insights e tendências que vão impulsionar seus conhecimentos. Construir uma carreira <a href="https://midiamax.uol.com.br/variedades/2024/bootcamp-e-a-melhor-escolha-para-seu-curso-de-analista-de-dados/">https://midiamax.uol.com.br/variedades/2024/bootcamp-e-a-melhor-escolha-para-seu-curso-de-analista-de-dados/</a> como Analista de Dados requer comprometimento, dedicação e curiosidade em aprender. Ao percorrer essas etapas de estudo e desenvolvimento profissional, o Analista de Dados estará bem equipado para enfrentar os desafios e aproveitar as oportunidades dessa carreira emocionante e em constante crescimento. Participe de competições de ciência de dados e desafios para aprimorar suas habilidades e aprender com a comunidade de Analistas de Dados.</p>
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width="300px" alt="o que estudar para ser analista de dados"/></p>
]]></content:encoded>
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		<item>
		<title>Graduação em Desenvolvimento Web Ead</title>
		<link>https://021c.com.br/site/?p=677</link>
		<comments>https://021c.com.br/site/?p=677#comments</comments>
		<pubDate>Mon, 22 Feb 2021 11:25:02 +0000</pubDate>
		<dc:creator><![CDATA[021c]]></dc:creator>
				<category><![CDATA[Bootcamp de programação]]></category>

		<guid isPermaLink="false">https://021c.com.br/site/?p=677</guid>
		<description><![CDATA[Profissionais com experiência em outras tecnologias de desenvolvimento Web que pretendem desenvolver sistemas em ASP.NET Core. A remuneração oferecida para cada linguagem de programação varia, mas algumas linguagens são conhecidas por oferecerem boas oportunidades salariais. Atualmente, JavaScript é considerada a linguagem de programação mais amplamente adotada para desenvolvimento web. Os seletores são utilizados para direcionar<p><a href="https://021c.com.br/site/?p=677" class="more-link themebutton">Read More</a></p>]]></description>
				<content:encoded><![CDATA[<p>Profissionais com experiência em outras tecnologias de desenvolvimento Web que pretendem desenvolver sistemas em ASP.NET Core. A remuneração oferecida para cada linguagem de programação varia, mas algumas linguagens são conhecidas por oferecerem boas oportunidades salariais. Atualmente, JavaScript é considerada a linguagem de programação mais amplamente adotada para desenvolvimento web. Os seletores são utilizados para direcionar elementos específicos e aplicar estilos a eles.</p>
<ul>
<li>Uma das principais vantagens do uso do ChatGPT é a automatização de tarefas repetitivas e o aumento da eficiência no desenvolvimento de soluções web.</li>
<li>A distinção entre &#8220;desenvolvimento web&#8221; e &#8220;desenvolvimento de software&#8221; muitas vezes se resume mais a uma questão de terminologia usada em diferentes contextos do que a uma diferença real na natureza do trabalho.</li>
<li>Durante o estágio, a supervisão de profissionais experientes contribui significativamente para o desenvolvimento de habilidades práticas e a compreensão do ambiente de trabalho em Desenvolvimento Web.</li>
<li>Essas são algumas das especializações que oferecem aos profissionais de Desenvolvimento Web a oportunidade de se tornarem especialistas e se manterem competitivos no mercado de trabalho.</li>
<li>Oferece uma abordagem mais prática e concentra-se nas habilidades técnicas essenciais para a criação e manutenção de websites e aplicativos.</li>
</ul>
<p>Para candidatos interessados em cursar Desenvolvimento Web em uma instituição pública, a inscrição no Sisu (Sistema de Seleção Unificada) é uma opção. Essa plataforma governamental permite que estudantes usem suas notas do ENEM para concorrer a vagas em universidades públicas em todo o Brasil. O bacharelado normalmente é uma opção mais abrangente e menos técnica, com uma duração de curso maior.</p>
<h2>Empresas de ponta recrutam ex-alunos do Le Wagon</h2>
<p>Uma das principais vantagens desse curso é a oportunidade de colocar em prática o aprendizado teórico. Os participantes terão a chance de desenvolver mais de 20 projetos utilizando JavaScript, o que lhes permitirá compreender e aplicar os conceitos aprendidos de maneira concreta. O curso também inclui a construção de 5 projetos práticos que aplicam as técnicas aprendidas ao longo das aulas.</p>
<div style='text-align:center'><iframe width='567' height='314' src='https://www.youtube.com/embed/L8LJ55R2tsU' frameborder='0' alt='curso desenvolvimento web' allowfullscreen></iframe></div>
<p>Estas são as três mais populares linguagens utilizadas em front-end e compõem, juntas, a tríade básica necessária para a criação de um site simples. São 40 horas de aula que preparam os estudantes para desenvolver sites dinâmicos, interagir com bancos de dados MySQL e PostgreSQL. Ao finalizar o material os estudantes já irão sentir-se confortáveis com as linguagens e terão um portfólio profissional para começar a conseguir <a href="https://www.agazetanews.com.br/2024/03/18/desenvolvimento-web-quais-habilidades-sao-importantes/">https://www.agazetanews.com.br/2024/03/18/desenvolvimento-web-quais-habilidades-sao-importantes/</a> trabalhos como web designer. São mais de 570 aulas somando mais de 110 horas de videoaulas que abordam as principais tecnologias web da atualidade. As aulas irão ensinar fundamentos da programação, orientação a objetos, lambdas, streams e interfaces gráficas, banco de dados e web. A web é um segmento que continua crescendo e oferece um grande potencial para  profissionais e empreendedores ganharem dinheiro.</p>
<h2>Tem como conseguir bolsa de estudos em Desenvolvimento Web?</h2>
<p>Oferece uma abordagem mais prática e concentra-se nas habilidades técnicas essenciais para a criação e manutenção de websites e aplicativos. Com duração geralmente de 2 anos, os Tecnólogos em Desenvolvimento de Sistemas <a href="https://badevalor.com.br/desenvolvimento-web-criatividade-tecnica-e-outros-desafios/">Desenvolvimento web: criatividade, técnica e outros desafios</a>  têm as competências necessárias para trabalhar com desenvolvimento web. Você vai explorar os princípios da Internet, da lógica de programação e criar códigos usando as linguagens mais requisitadas pelo mercado.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" 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