{"id":296296,"date":"2026-08-03T19:46:00","date_gmt":"2026-08-03T19:46:00","guid":{"rendered":"https:\/\/manondesign.nl\/?p=296296"},"modified":"2026-09-01T15:37:17","modified_gmt":"2026-09-01T15:37:17","slug":"como-e-onde-investir-o-teu-dinheiro-em-portugal-em-4","status":"publish","type":"post","link":"https:\/\/manondesign.nl\/?p=296296","title":{"rendered":"Como e onde investir o teu dinheiro em Portugal em 2026"},"content":{"rendered":"<p>Quando investe, espera que o valor do seu investimento aumente com o tempo. Isso acontece quando outras pessoas est\u00e3o dispostas a pagar mais pelo ativo do que aquilo que pagou inicialmente. Normalmente, isso deve-se \u00e0 expectativa de que o pre\u00e7o continue a subir e de que ser\u00e1 poss\u00edvel obter ganhos no futuro.<\/p>\n<p>O dinheiro depositado fica dispon\u00edvel para resgate imediato e conta com a garantia do Fundo Garantidor de Cr\u00e9ditos (FGC). ETF significa Exchange-Traded Funds, que pode ser traduzido para fundo negociado em bolsa. O ETF \u00e9 um fundo que possui como refer\u00eancia \u00edndices da bolsa de valores. Investir em ETF permite  uma maior exposi\u00e7\u00e3o a v\u00e1rios ativos em apenas uma opera\u00e7\u00e3o, tem taxa de administra\u00e7\u00e3o menor do que os fundos tradicionais e \u00e9 uma boa alternativa para quem busca rapidez e flexibilidade.<\/p>\n<h2>Tipos de investimentos por horizonte temporal:<\/h2>\n<p>Na data estabelecida, o governo devolve seu dinheiro com os juros definidos no momento da compra do t\u00edtulo p\u00fablico. Produto financeiro com benef\u00edcios fiscais e poss\u00edvel isen\u00e7\u00e3o de mais-valias de venda de im\u00f3vel de primeira habita\u00e7\u00e3o. Os resultados soberbos e a euforia com a Intelig\u00eancia Artificial t\u00eam alimentado a valoriza\u00e7\u00e3o nas bolsas globais, mas h\u00e1 v\u00e1rios perigos \u00e0 espreita. Conhe\u00e7a as diferen\u00e7as entre banca de retalho e banca de investimento e saiba qual pode ser mais adequada para os seus objetivos. O pre\u00e7o de uma a\u00e7\u00e3o, por exemplo,  pode subir porque a empresa apresenta bons resultados ou cresce, ou porque surgem novidades positivas no setor ou na economia. Por exemplo, se investiu 1.000 euros e, ao fim de um ano, tem 1.050 euros, o retorno foi de 50 euros e a rentabilidade <a href=\"https:\/\/havaninvestimentos.live\/\">https:\/\/havaninvestimentos.live\/<\/a> foi de 5%.<\/p>\n<h3>Poupan\u00e7a<\/h3>\n<p>Eles s\u00e3o populares e conhecidos por ser a porta de entrada de investimentos de renda vari\u00e1vel. O FIIs re\u00fane pessoas que t\u00eam interesse em investir sem adquirir um im\u00f3vel diretamente, e possui gest\u00e3o ativa de especialistas ou&nbsp; apenas replica \u00edndices do setor. Contribuir para melhorar o nosso bem-estar como sociedade e apoiar as pessoas \u00e9 o prop\u00f3sito do Santander Prosperity, um fundo de investimento de a\u00e7\u00f5es para investir a longo prazo, com maior risco. O question\u00e1rio permite identificar os seus conhecimentos e experi\u00eancia sobre produtos financeiros, bem como aferir a capacidade para suportar perdas que resulta da sua situa\u00e7\u00e3o financeira. O servi\u00e7o de consultoria pontual considera as suas prefer\u00eancias, patrim\u00f3nio, finalidade, prazo, n\u00edvel de risco pretendido, prefer\u00eancias ao n\u00edvel de sustentabilidade e necessidades de liquidez. O risco pode ser maior ou menor, dependendo do produto e das condi\u00e7\u00f5es do mercado.<\/p>\n<h3>O que \u00e9 a rentabilidade?<\/h3>\n<p>Se uma empresa fosse um bolo, as a\u00e7\u00f5es das empresas de capital aberto seriam fatias que podem ser compradas por qualquer pessoa interessada em ter um peda\u00e7o do doce. <a href=\"https:\/\/resgatura-br.com\/\">Resgatura<\/a> Ou seja, comprar uma a\u00e7\u00e3o significa virar dono daquele pedacinho da empresa. Ao se tornar s\u00f3cio, o investidor tem alguns direitos \u2013 como receber parte do lucro, quando ele ocorre (dividendos), por exemplo. Fundos imobili\u00e1rios (FIIs) s\u00e3o investimentos coletivos em im\u00f3veis ou t\u00edtulos imobili\u00e1rios.<\/p>\n<p>Para quem est\u00e1 come\u00e7ando a investir, o processo pode parecer dif\u00edcil e confuso, pois existem diversos tipos de investimentos \u00e0 disposi\u00e7\u00e3o. No entanto, vamos te ajudar para que voc\u00ea encontre \u00f3timas alternativas para valorizar seu dinheiro e ter bons rendimentos. S\u00e3o custos cobrados pelos bancos, corretoras ou gestoras para gerir, intermediar ou manter os seus investimentos. Estes custos afetam o rendimento final, por isso \u00e9 importante conhec\u00ea-los antes de investir.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"data:image\/jpg;base64,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\" width=\"301px\" alt=\"investimentos\"\/><\/p>\n<p>Al\u00e9m disso, diferentemente das letras de cr\u00e9dito, os certificados t\u00eam isen\u00e7\u00e3o de Imposto de Renda. Investimento \u00e9 um produto que tem a fun\u00e7\u00e3o de fazer o dinheiro render \u2013 isso nem sempre acontece, mas \u00e9 o esperado por qualquer pessoa que compra esse produto. Embora n\u00e3o seja um investimento tradicional como a\u00e7\u00f5es ou t\u00edtulos, o cons\u00f3rcio pode ser visto como um &#8220;investimento em patrim\u00f4nio&#8221;.<\/p>\n<ul>\n<li>Conhecer os diferentes tipos de ativos financeiros \u00e9 o primeiro passo para tomar decis\u00f5es de investimento informadas e alinhadas com os seus objetivos.<\/li>\n<li>Isso porque esses investimentos s\u00e3o mais previs\u00edveis, j\u00e1 que o rendimento \u00e9 conhecido logo no momento da aplica\u00e7\u00e3o do dinheiro.<\/li>\n<li>Todo m\u00eas, alguns participantes s\u00e3o contemplados com a carta de cr\u00e9dito, que pode ser utilizada para adquirir o bem desejado.<\/li>\n<li>Isso porque a modalidade ajuda o consumidor a poupar de forma disciplinada e garante o acesso a bens de alto valor de forma planejada e sustent\u00e1vel.<\/li>\n<\/ul>\n<p><iframe loading=\"lazy\" width=\"560\" height=\"315\" src=\"https:\/\/www.youtube.com\/embed\/_gAKumjBuGQ?si=rd6IoBFyJJV_SRJG\" title=\"YouTube video player\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share\" referrerpolicy=\"strict-origin-when-cross-origin\" allowfullscreen><\/iframe><\/p>\n<p>Os fundos de investimentos s\u00e3o uma op\u00e7\u00e3o interessante para quem deseja sair da poupan\u00e7a investindo em ofertas mais rent\u00e1veis ou diversificar a carteira de investimentos sem se preocupar em administr\u00e1-la. Isso quer dizer que, ao comprar esses t\u00edtulos, voc\u00ea \u201cempresta\u201d seu dinheiro para financeiras, que usam esse recurso exclusivamente para fazer empr\u00e9stimos a outras pessoas e empresas. Nos investimentos em CDB, o rendimento pode ser <a href=\"https:\/\/mortezos-app.org\/br\">Mortezos<\/a> previsto no momento da aplica\u00e7\u00e3o (prefixado) ou pode acompanhar as taxas de juros do mercado (p\u00f3s-fixado ou h\u00edbrido). Os investimentos em renda vari\u00e1vel s\u00e3o mais imprevis\u00edveis e seu retorno depende de fatores externos, como mercado, pol\u00edtica e economia. Em resumo, um investimento \u00e9 um tipo de produto oferecido por institui\u00e7\u00f5es financeiras que oferece algo em troca. Por isso, \u00e9 fundamental entender quais s\u00e3o os tipos de investimento e como eles funcionam.<\/p>\n<p>Mas se tiver v\u00e1rios investimentos diferentes, as perdas num podem ser compensadas pelos ganhos noutros. Investimentos com mais volatilidade podem dar ganhos maiores, mas tamb\u00e9m podem trazer perdas. Por isso, \u00e9 importante estar preparado para ver o valor dos investimentos a mudar, especialmente quando se investe a pensar no longo prazo. Esse processo \u00e9 chamado de diversifica\u00e7\u00e3o e \u00e9 importante porque diminui os riscos. Assim, a carteira fica mais est\u00e1vel e as chances de alcan\u00e7ar bons resultados no longo prazo aumentam. A previd\u00eancia privada \u00e9 pensada para o longo prazo e funciona como uma forma de acumular recursos extras para a aposentadoria.<\/p>\n<p>O objetivo pode ser aumentar o valor aplicado ou receber rendimentos, como juros ou dividendos. Investir \u00e9 uma forma de fazer o dinheiro \u201ctrabalhar\u201d para si, em vez de ficar parado. Se valoriza seguran\u00e7a acima de tudo, esta caracter\u00edstica pode ser decisiva na escolha do investimento. Mas tenha em conta que, na maioria dos casos, um investimento com garantia de capital n\u00e3o permite obter rendimentos acima da infla\u00e7\u00e3o. Ou seja, se colocar todo o seu dinheiro neste tipo de ativo, \u00e9 muito prov\u00e1vel que esteja a perder poder de compra ano ap\u00f3s ano.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Quando investe, espera que o valor do seu investimento aumente com o tempo. Isso acontece quando outras pessoas est\u00e3o dispostas a pagar mais pelo ativo do que aquilo que pagou inicialmente. Normalmente, isso deve-se \u00e0 expectativa de que o pre\u00e7o continue a subir e de que ser\u00e1 poss\u00edvel obter ganhos no futuro. O dinheiro depositado [&hellip;]<\/p>\n","protected":false},"author":10,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[204],"tags":[],"class_list":["post-296296","post","type-post","status-publish","format-standard","hentry","category-trading"],"_links":{"self":[{"href":"https:\/\/manondesign.nl\/index.php?rest_route=\/wp\/v2\/posts\/296296","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/manondesign.nl\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/manondesign.nl\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/manondesign.nl\/index.php?rest_route=\/wp\/v2\/users\/10"}],"replies":[{"embeddable":true,"href":"https:\/\/manondesign.nl\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=296296"}],"version-history":[{"count":1,"href":"https:\/\/manondesign.nl\/index.php?rest_route=\/wp\/v2\/posts\/296296\/revisions"}],"predecessor-version":[{"id":296297,"href":"https:\/\/manondesign.nl\/index.php?rest_route=\/wp\/v2\/posts\/296296\/revisions\/296297"}],"wp:attachment":[{"href":"https:\/\/manondesign.nl\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=296296"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/manondesign.nl\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=296296"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/manondesign.nl\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=296296"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}