Equação e a Reta

Equação da Reta
Uma reta [i]r[/i] pode ser representada por uma equação do tipo [br][br]        a[i]x[/i]+b[i]y =[/i] c[br][br]Um ponto P = (x, y) pertence à reta [i]r [/i]se, e somente se, suas coordenadas satisfazem a relação anterior.
Orientações de manipulação
No applet seguinte é possível:[br][list][*]Modificar a posição da reta, alterando os valores de "a", "b", "c", tanto nos seletores quanto nas caixas. [/*][*]Modificar a posição do ponto ponto P. [/*][/list]
Exemplo
Questão 1
O ponto P = (7, 1) pertence à reta x-2y=5?
Questão 2
Altere os valores de "a", "b" e "c" para 1, -2 e 5, respectivamente. Observe a nova posição da reta. É correto afirmar que:
Observação
Uma equação do 1o grau com duas incógnitas é representado por uma reta no plano cartesiano.

Sistemas de Equações - Método Gráfico

Sistema de equações do 1o grau com duas incógnitas (2x2)
[list][*]Ao trabalharmos com um sistema de equações, teremos de resolver, ao mesmo tempo, mais de uma equação, sendo que elas se referem ao mesmo assunto e tem as mesmas incógnitas.[/*][*]A solução de um sistema de 2 equações com 2 incógnitas é um par ordenado (x, y), que é solução simultaneamente das duas equações.[/*][*]Graficamente, a solução é o ponto de interseção das duas retas.[/*][/list][list][*]No sistema abaixo, x e y são as incógnitas. Altere os valores dos coeficientes a,b,c,d,e,f e verifique a solução do sistema. [br][/*][/list][img]data:image/png;base64,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[/img][br]No método gráfico é necessário esboçarmos as duas retas e encontrarmos o ponto de interseção das retas (solução do sistema).

Método da Substituição

[img]data:image/png;base64,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[/img]
Orientações de manipulação
No applet seguinte é possível deslizar o controle e verificar os passos da resolução do sistema pelo método da substituição.
Método da substituição

Sistema 2 x 2 possível e determinado

Orientações de manipulação
No applet seguinte é possível Esconder e Mostrar o ponto de intersecção das duas retas, marcando ou desmarcando a caixa.
Exemplo 1
Questão 1
Marque a caixa para mostrar a intersecção das retas. Qual objeto representa a intersecção das retas? Quais as coordenadas?
Orientações de manipulação
No applet seguinte é possível mudar os parâmetros das equações pelos seletores e pelas caixas.
Relacionando as coordenadas do ponto de intersecção com a solução do sistema
Exercício 2- Altere os parâmetros das equações do sistema para que x=-2 e y =-1 seja solução
Como determinar a solução do sistema pelo método de Substituição? (as coordenadas do ponto de intersecção)
Exercício 3
Exercício 4)
Nos exemplos acima a solução encontrada é um único par ordenado (x, y). Por isso, podemos classificar esse sistema como____________ e as retas são ____________.

Problemas Resolvidos

Substituição

Information