[justify][size=150]Uma [url=http://mundoeducacao.bol.uol.com.br/matematica/fracao.htm][b]fração[/b][/url] é uma ou mais parcelas de um todo que foi dividido em partes iguais. Desse modo, somá-las ou subtraí-las é um pouco diferente das mesmas operações envolvendo [url=http://mundoeducacao.bol.uol.com.br/matematica/conjunto-dos-numeros-inteiros.htm]números inteiros[/url]. [br][br]Existem dois casos para adição ou subtração de frações: o primeiro para aqueles objetos que foram divididos em uma mesma quantidade de partes e o segundo para aqueles objetos que foram divididos em um número diferente de partes.[br][br]Lembre-se de que o número de partes em que um objeto foi dividido é representado pelo denominador de uma fração. Desse modo, os dois casos de adição de frações são: frações com denominadores iguais e frações com denominadores diferentes.[/size][/justify]
[size=150][color=#ff00ff][justify]1° CASO: DENOMINADORES IGUAIS [br][/justify][br][/color][/size][size=150]Vejamos a seguinte situação: [br][img]data:image/jpeg;base64,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[/img][br][br][justify]Celso e Carla abriram uma barraca de limonada para arrecadar fundos. Eles doaram 2/10 de seus lucros para a biblioteca da escola, 1/10 ao abrigo de animais e 4/10 o banco de alimentos. Eles economizaram o restante para comprar materiais para seu próximo projeto.[/justify][br][b]Qual fração de seus lucros Celso e Carla doaram?[br][br][/b][/size][size=150]Fazemos: [math]\frac{2}{10}+\frac{1}{10}+\frac{4}{10}=\frac{2+1+4}{10}=\frac{7}{10}[/math][br][br]Então doaram [math]\frac{7}{10}[/math] de seus lucros.[br][br][justify][/justify][/size][size=150][b]Qual a Fração representa o restante para comprar materiais para o projeto ?[br][/b][/size][size=150]O total é: [math]\frac{10}{10}[/math][br][/size][size=150]Fazemos: [math]\frac{10}{10}-\frac{7}{10}=\frac{10-7}{10}=\frac{3}{10}[/math][br][br]Então ficaram com [math]\frac{3}{10}[/math][br][/size][size=150][br][justify][/justify][/size]
[b][color=#ff00ff][size=150]2° CASO: DENOMINADORES DIFERENTES[/size][/color][/b]
[size=150][justify]Mario e João compraram duas pizzas de mesmo sabor. Mario dividiu sua pizza ao meio e comeu 1/2 , enquanto João dividiu sua pizza em quatro e comeu 3/4. Qual a fração que representa a parte total de pizza comida pelos dois meninos?[/justify][/size][size=150][justify]Note que, não é possível somar os pedaços, pois são de tamanho diferentes.[br]É necessário substituirmos as frações 1/2 por outra equivalente que tenham o mesmo denominador para representar a mesma divisão do todo. Isto é, 1/2 = 2/4. e então somamos os numeradores, mantendo o denominador.[br][/justify][br][/size][size=150]Assim: [math]\frac{1}{2}+\frac{3}{4}=\frac{2}{4}+\frac{3}{4}=\frac{2+3}{4}=\frac{5}{4}[/math][br][br][br][/size][size=150]Então comeram 5/4 = 1 1/4 de pizzas. [br][/size]
[size=200][color=#ff0000]EXERCÍCIOS [/color][/size]
[size=150][justify][b]No ma[/b][b]terial auxiliar[br][br][/b]Movimentando o controle deslizante,[b][br][/b]O primeiro e o segundo quadrado representam as frações. [br]O terceiro quadrado, representam as frações equivalentes às primeiras [/justify][/size][justify][size=150][b]Note que [/b]no terceiro quadrado existe uma sobreposição de imagem. E que com essa sobreposição, as duas frações ficam subdivididas, formando assim frações equivalentes as primeiras. [/size][/justify]
[b][size=150]1 - Formando as frações 1/5 e 2/3, quais frações [u]respec[/u][b][u]tivamen[b]te [/b][/u][/b]equivalentes surgirão com a sobreposição ?[/size][/b]
[size=150][b]2 - Pela manhã, um balsa percorreu 2/3 de uma dis[/b][b]tância e à [b]tarde , 1/4. Que fração da dis[b]tância ela percorreu nos dois períodos? [/b][/b][/b][/size]
[size=150][b]3 - Maria e Juliana precisam de um galão de [/b][b]tinta laranja para a abóbora enorme que es[/b][b]tão fazendo para o Halloween. Maria [/b][b]tem 2/5 de um galão de [/b][b]tin[/b][b]ta vermelha. Juliana [/b][b]tem 1/2 galão de [/b][b]tinta amarela. [br][br][/b][/size][size=150][b]Se mis[/b][b]turarem as [/b][b]tin[/b][b]tas elas vão ter o galão que precisam? [/b][/size]
[size=150][b]4 - O cabelo de Érica tinha 2/3 de um metro de comprimento. Em [b]três meses cresceu [/b]1/6 de um metro.[br]Qual é o comprimento do cabelo de Érica agora? [/b][/size]
[size=150][justify][b]5 - Lúcio comprou duas pizzas pequenas, uma de calabresa, outra de frango com catupiri. Da primeira, comeu metade e, da segunda, conseguiu comer apenas a sexta parte. Que fração representa a quantidade total de pizzas que Lúcio comeu, considerando que as pizzas possuem o mesmo tamanho?[/b][/justify][/size]
[size=150][b][justify]6 - A grama da casa de Marcela tinha de 3/4 um metro de altura . Seu avô cortou 7/10 de um metro. Que [b]t[/b]amanho ficou a grama depois de cor[b]t[/b]ada?[/justify][/b][/size]
[size=150][b][justify]7 - As duas vasilhas são iguais e estão com suco de hortelã. Aproximadamente quanto a segunda tem a mais do que a primeira?[br][/justify][br][img]data:image/jpeg;base64,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[/img][/b][/size]
[size=150][b]8 - Que quantidade de refresco Reginaldo vai obter se juntar 1/4 de um litro de suco de[br]laranja e 3/8 de um litro de água?[br][/b][/size][br][br]
[img]data:image/png;base64,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[/img][br][br][size=150][b]Observe quanto do percurso cada um já completou e responda as perguntas 9 e 10:[/b][/size]
[size=150][b]9 - Qual a diferença entre o percurso do automóvel verde e o azul? [/b][/size]
[b][size=150]10 - Qual a diferença entre o percurso do automóvel vermelho e azul?[/size][/b]