Sistema de duas equações do 1º grau com duas incógnitas

Problema
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[/img]
Representa através de duas equações a informação dada, sendo [math]x[/math] o preço de uma bola e [math]y[/math] o preço de um boné, ambos em euros.
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[/img][br][br]
Definição de sistema
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[/img]
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[/img]
Escreve na entrada cada uma das equações resolvidas em ordem a y. Posteriormente determina o o ponto de interseção entre as duas retas.
O que podes concluir sobre o ponto de interseção e a solução do problema?
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Information: Sistema de duas equações do 1º grau com duas incógnitas