Rótulos e embalagens

Na correria do dia a dia, muitas vezes pegamos um alimento na prateleira do supermercado e nem paramos para pensar no que realmente estamos levando para casa. Comemos pães, biscoitos, sucos, leites e uma infinidade de outros produtos industrializados, mas será que sabemos ler as entrelinhas das embalagens? Você já parou para se perguntar [b]o que realmente está por trás daquele rótulo colorido[/b]?[br][br]Neste GeoGebra book, vamos desvendar os segredos dos rótulos e embalagens, transformando-os em verdadeiras fontes de conhecimento. Utilizaremos a [b]matemática[/b] e a [b]química[/b] como nossas ferramentas para entender desde a quantidade de nutrientes em uma porção até a origem dos aditivos que dão sabor e cor aos alimentos. Prepare-se para olhar com outros olhos para o que você compra e, mais importante, para o que você come. Afinal, saber o que está no seu prato é o primeiro passo para fazer escolhas mais conscientes e saudáveis![br][br]
Escolhas

Entendendo a Tabela Nutricional e Outros Elementos Obrigatórios do Rótulo

Os rótulos dos alimentos são como a certidão de nascimento de um produto, cheios de informações importantes sobre o que você está consumindo. Para fazer escolhas conscientes, é essencial saber o que cada item significa.[br][br][br]
1. Tabela de Informação Nutricional
Esta é a parte mais importante do rótulo para entender a composição do alimento. Ela é padronizada e deve conter as seguintes informações, geralmente por porção e por 100 gramas ou mL (o que facilita a[br]comparação entre produtos):[br][br][list][*][b]Valores Diários (VD%):[/b] Representa o percentual de um determinado nutriente que uma porção do alimento fornece em relação a uma dieta de 2.000 kcal, que é a recomendação geral diária.[/*][*][b]Valor[/b][b] Energético (Calorias - kcal ou kJ):[/b] Indica a quantidade de energia que o alimento fornece. É a soma das calorias de carboidratos, proteínas e gorduras.[/*][*][b]Carboidratos (g):[/b] Incluem açúcares, amidos e fibras. São a principal fonte de energia para o corpo.[/*][*][b]Açúcares Totais (g):[/b] Indicam a quantidade total de açúcares presentes no alimento, incluindo os naturalmente presentes (como a lactose no leite) e os açúcares adicionados (como sacarose, xaropes, mel).[/*][*][b]Açúcares Adicionados (g):[/b] [b]Este é um campo novo e muito importante![/b] Ele informa especificamente a quantidade de açúcares adicionados durante o processo de fabricação do alimento (sacarose, xaropes, mel, etc.).[/*][*][b]Proteínas[/b][b] (g):[/b] São essenciais para a construção e reparo de tecidos do corpo.[/*][*][b]Gorduras[/b][b] Totais (g):[/b] A soma de todos os tipos de gordura presentes no alimento.[/*][*][b]Gorduras[/b][b] Saturadas (g):[/b] São gorduras que, em excesso, podem elevar o colesterol LDL ("ruim").[/*][*][b]Gorduras [/b][b]Trans (g):[/b] As mais prejudiciais à saúde, elevam o colesterol LDL e reduzem o HDL ("bom"). No Brasil, sua presença é obrigatória na tabela se não for zero.[/*][*][b]Fibras Alimentares (g):[/b] São carboidratos não digeríveis que auxiliam no funcionamento do intestino e na sensação de saciedade.[/*][*][b]Sódio (mg):[/b] Um mineral essencial, mas cujo consumo em excesso está ligado à pressão alta e doenças cardiovasculares.[/*][/list]
2. Lista de Ingredientes
Mostra todos os componentes do alimento em ordem decrescente de quantidade. O primeiro item é o que está em maior quantidade, e o último, em menor.[br][br][br]
3. Alergênicos
Obrigatória a declaração de substâncias que podem causar alergias alimentares (glúten, lactose, amendoim, ovos, soja, etc.).[br][br][br]
4. Prazo de Validade
Indica até quando o alimento é seguro para consumo.[br][br][br]
5. Selos e Certificações
Podem indicar que o produto atende a certos critérios (ex: selo de orgânico, selo de produto integral, selo de reciclagem da embalagem).[br][br][br]
6. Rotulagem frontal de Alto em

Matemática do açúcar

Calcule a dose
 Pegue o rótulo de um refrigerante comum. Considere a porção fornecida na tabela nutricional dele,    determine quantos gramas de açúcar há no volume total da embalagem?
Colheres de chá
[list=1]Sabendo que cada colher de chá de açúcar tem aproximadamente 4 gramas, quantas colheres de chá de açúcar você consome ao beber essa embalagem de refrigerante?[/list][br][br]
Pegue o rótulo de um refrigerante zero. Considere a porção fornecida na tabela nutricional dele, determine quantos gramas de açúcar há no volume total da embalagem?
Pegue o rótulo de um refrigerante zero. Além da quantidade de açúcar, há alguma outra alteração nas quantidades informadas pela tabela nutricional?
Sabendo que 10g de açúcar de confeiteiro tem aproximadamente 38,9 Kcal, e utilizando ele como referência, quantas Kcal são fornecidas pela quantidade de açúcar presente em uma porção de refrigerante?
Pesquise
Qual a quantidade máxima de açúcar adicionado recomendada pela Organização Mundial da Saúde (OMS) para adolescentes por dia?
Considerando a quantidade recomendada pela OMS
[list=1][list]E tendo como base os seus cálculos, quantas embalagens desse refrigerante você precisaria para ultrapassar essa recomendação? [/list][br][/list][br][br]
Compare
Pegue o rótulo de um refrigerante "zero". Qual a principal diferença matemática na tabela nutricional em relação ao refrigerante comum?
Original
Zero

Matemática da Cafeína

Cálculo da dose
[list=1]Observe qual a dose fornecida na tabela nutricional. Com base na quantidade de mg de cafeína informada por dose, e considerando a quantidade de mL da lata, qual a quantidade total de cafeína nessa lata?[list] [/list][br][/list][br][br]
Limite seguro
Pesquise a dose máxima diária recomendada de cafeína para adolescentes. Quantas latas desse energético seriam necessárias para atingir ou ultrapassar esse limite?
Comparativo de estimulo
Uma xícara de café coado tem em média 80-100 mg de cafeína. Quantas xícaras de café equivaleriam a uma lata do energético que você analisou?
A imagem a seguir, apresenta a tabela nutricional de um suplemento (Pré-treino de cafeína). Observe a tabela e calcule quantos comprimidos equivale à cafeína presente em uma lata desse energético?[br][img]data:image/png;base64,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[/img]
Entendendo um pouco mais
Quais são os riscos associados ao consumo excessivo de cafeína?
Redbull
Monster

Sistematização

Chegamos ao fim da nossa jornada pelos rótulos e embalagens! Esperamos que tenha percebido a riqueza de informações escondidas em cada produto que você consome.[br]Agora você pôde desvendar a quantidade real de açúcares, gorduras e sódio, e entender a função e a presença de tantos aditivos químicos que fazem parte da nossa alimentação moderna. Você percebeu que nem tudo que parece inofensivo realmente é, e que o marketing nem sempre reflete a verdade nutricional.[br]A partir de agora, cada vez que você estiver no supermercado, ou escolher o que comer, lembre-se do que aprendeu. O conhecimento é uma ferramenta poderosa que te dá a [b]liberdade de fazer escolhas mais conscientes[/b] para sua saúde, para o seu bolso e para o meio ambiente.[br]Seja um consumidor crítico, questione, pesquise e compartilhe o que você sabe. O futuro da nossa alimentação e do nosso bem-estar começa nas pequenas decisões do dia a dia.[br]Continue explorando, continue aprendendo e faça escolhas que te façam bem!

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