Expressões Numéricas com Racionais
[justify]Vimos na aula anterior que os números racionais são aqueles formados por uma razão. Podem, consequentemente, ser representados tanto em forma de fração como de números com vírgula. [br][br]Agora, para dar continuidade, iremos aprender a realizar as 4 operações básicas com números racionais. Mas antes... [/justify]
Vamos pensar em algumas situações hipotéticas:
Você foi no supermercado do encarte acima e, ao ver as promoções, decidiu comprar um refrigerante e um pacote de bolacha recheada. Você pagou com uma nota de R$10,00. Quanto recebeu de troco?
Quais contas você fez para chegar neste resultado?
Para a aprovação em um curso que você está fazendo, você precisa de uma média final 6,0. [br][br]Serão 3 provas, e a nota final do curso será a média aritmética das notas dessas três. Na primeira prova, você tirou 5,8. Na segunda, sua nota foi 7,3. Qual a nota mínima que você precisa na terceira prova para conseguir a aprovação?
Quais contas você fez para chegar neste resultado?
Você saiu com mais 3 amigos para assistir um filme no cinema. Vocês resolvem comprar pipoca, e dois combos chamam sua atenção. Você resolvem comprar os dois e dividir igualmente o preço. Se um combo custa R$ 39,00 e o outro R$ 42,00, quanto cada um de vocês tem que pagar?
Quais contas você fez para chegar neste resultado?
Note que, em todas essas situações do dia a dia, você fez operações com números racionais!
[color=#ff0000][b]PAUSA PARA DISCUSSÃO COM A TURMA! ESPERE O PROFESSOR PEDIR PARA CONTINUAR.[/b][/color]
[b][br]Forma Decimal:[/b][br][br][justify]Neste caso, a conta é feita de maneira semelhante ao que já fazemos com os números inteiros. Após posicionar os números de forma que as vírgulas fiquem alinhadas, vamos somar/subtrair a parte inteira com a inteira, os décimos com os décimos, centésimos com centésimos e assim sucessivamente. Lembre-se que fazemos as contas da direita para a esquerda![/justify][img]data:image/png;base64,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[/img][br][b]Forma Fracionária:[/b][br][br][justify]Quando somamos ou subtraímos duas frações, temos duas possíveis situações:[br][br]1) Caso os denominadores sejam iguais, basta somar/subtrair os numeradores e manter o denominador.[/justify][img]data:image/png;base64,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[/img][br][justify]2) Caso os denominadores sejam diferentes, é necessário o cálculo do Mínimo Múltiplo Comum (MMC) dos denominadores. Ao obter frações equivalentes com o mesmo denominador, faz-se o cálculo assim como no caso 1.[/justify][br][img]data:image/png;base64,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[/img][br] [size=85]Fonte: Rosimar Gouveia, 2023.[/size][br]
Caso a primeira fração seja [math]\frac{1}{8}[/math] e a segunda [math]\frac{5}{6}[/math], qual será o resultado da [b]soma[/b]? Uso o applet abaixo para te auxiliar, caso desejar.
[math]\frac{23}{24}[/math]
Caso a primeira fração seja [math]\frac{1}{3}[/math] e a segunda [math]\frac{2}{7}[/math], qual será o resultado da [b]subtração[/b]? Uso o applet abaixo para te auxiliar, caso desejar.
[math]\frac{1}{21}[/math]
[color=#ff0000][b]PAUSA PARA DISCUSSÃO COM A TURMA! ESPERE O PROFESSOR PEDIR PARA CONTINUAR.[br][br][/b][/color][b]Enquanto isso, eis um joguinho para você ir testando o conhecimento![br][br]wordwall.net/pt/resource/62794630[br][br]Não nos esqueça de nos mostrar seu resultado! =D[br][br][br][/b]
[b][br]Forma Decimal:[/b][br][justify][br]Para realizar a multiplicação, multiplicam-se os números como fazemos com os naturais, ignorando de imediato a vírgula. Após isso, realoca-se a vírgula no produto de forma que a quantidade de casas decimais seja igual à soma do número de casas decimais dos fatores. Por fim, observa-se o sinal: caso tanto o multiplicador quanto o multiplicando tenham o mesmo sinal, seja ele negativo ou positivo, o sinal final é positivo. Caso eles possuam sinais diferentes, o sinal final é negativo. [/justify][br][img]data:image/png;base64,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[/img][img]data:image/png;base64,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[/img][br][br][b]Forma Fracionária:[/b] [br][justify][br]Quando temos duas frações, para fazer a sua multiplicação basta multiplicar os numeradores entre si e os denominadores entre si. [/justify]
Represente nas circunferências do applet abaixo as frações [math]\frac{3}{4}[/math] e [math]\frac{4}{7}[/math]. O resultado de seu produto é qual valor?
[b]Forma Decimal: [br][/b][br]Quando vamos dividir dois decimais precisamos verificar qual deles tem mais algoritmos após a vírgula, pois para realizar a divisão eles precisam ter o mesmo número de casas decimais. Assim, caso um dos números tenha menos casa decimais que o outro, deve-se acrescentar zeros ao lado direito do número até ambos tenham o mesmo número de casas decimais. Com isso, podemos retirar as vírgulas e fazer a divisão como se fossem números naturais. [br][br][img]data:image/png;base64,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[/img][br][br][b]Forma Fracionária: [/b][br][br]Para dividir duas frações o procedimento a ser seguido é: [br]1) A primeira fração você mantém;[br]2) Inverte-se o numerador com o denominador da segunda fração;[br]3) Faz-se a multiplicação das duas frações.
Gere 3 divisões no applet abaixo. Escreva aqui a divisão gerada e o resultado final de cada uma delas.
Novamente, encerramos nosso objeto de aprendizagem! Gostaria de saber se você curtiu o material e qual parte mais te chamou a atenção! Muito obrigado! =)
[table][tr][td][br]D25 [br] [/td][td][br]Efetuar cálculos que envolvam operações com números racionais (adição, subtração, multiplicação, divisão, potenciação).[br] [/td][td]● Determinar o valor de uma expressão numérica com números racionais.[br][br]● Determinar o valor de uma expressão numérica envolvendo adição, subtração e potenciação entre números racionais, representados na forma decimal. [/td][/tr][/table]
CASTRUCCI, Benedicto; GIOVANNI JÚNIOR, José Ruy.[b] A Conquista da Matemática[/b]: 6º ano : ensino fundamental : anos finais. 4. ed. São Paulo: Fdt, 2018, 172 p.[br][br]CASTRUCCI, Benedicto; GIOVANNI JÚNIOR, José Ruy. [b]A Conquista da Matemática[/b]: 7º ano : ensino fundamental : anos finais. 4. ed. São Paulo: Fdt, 2018, 99 p. [br][br]GOUVEIA, Rosimar. [b]MMC[/b]: Mínimo Múltiplo Comum. Disponível em: https://www.todamateria.com.br/mmc-minimo-multiplo-comum/. Acesso em: 24 out. 2023.[br]