Comece clicando em básico e após explorar a atividade continue em Lab.
[size=150]A seguir, seguem dois vídeos que auxiliarão no desenvolvimento das atividades.[/size]
[size=150]A seguir seguem algumas atividades a respeito do que exploramos e estudamos até agora.[/size]
[size=150]Como você pode deixar a balança equilibrada movendo apenas um elemento?[/size]
[size=150]Como você transformaria a inequação abaixo em uma igualdade?[/size][br][img]data:image/png;base64,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[/img]
[size=150]O que podemos concluir com essa desigualdade? Quem é mais pesado?[/size]
[size=100][size=150]Agora que você já resolveu as atividades tente resolver o desafio a seguir.[/size][/size]