Adição de dois números com representação por pontos

Exercício 1
Qual é o resultado da seguinte adição?[br][br][img]data:image/png;base64,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[/img]
Exercício 2
Qual é o resultado da seguinte adição?[br][img]data:image/png;base64,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[/img]
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Information: Adição de dois números com representação por pontos