Κλάσματα 2

Ο Κωνσταντίνος και η Ελίνα παίζουν ένα παιχνίδι με κάρτες. Οι κάρτες είναι αναποδογυρισμένες και κάθε παιδί τραβάει μια κάρτα. Το παιδί που τραβάει την κάρτα με το μεγαλύτερο κλάσμα είναι αυτό που κερδίζει.[br][img]data:image/png;base64,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[/img]
Ποιο παιδί πιστεύεις ότι κερδίζει σε κάθε γύρο; Να εξηγήσεις.
Στον 5ο γύρο κέρδισε ο Κωνσταντίνος. Ποια κάρτα τράβηξε η Ελίνα, αν ο Κωνσταντίνος τράβηξε την κάρτα 3/5;
Να συμπληρώσεις την δραστηριότητα όπως το παράδειγμα.[br][img]data:image/png;base64,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[/img]
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[img]data:image/png;base64,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[/img]
Να εξηγήσεις πως θα τοποθετηθούν τα κλάσματα πάνω στην αριθμητική γραμμή αρχίζοντας από το μικρότερο.[br][img]data:image/png;base64,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[/img]
[img]data:image/png;base64,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[/img]
Σε ποιο από τα πιο κάτω σχήματα είναι σκιασμένο το 1/8 ; Να αιτιολογήσεις την απάντησή σου[br][img]data:image/png;base64,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[/img]
Σε ποιο από τα πιο κάτω σχήματα είναι σκιασμένα τα 5/6 ; Να αιτιολογήσεις την απάντησή σου.[br][img]data:image/png;base64,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[/img]
Να σημειώσεις το >,< ή = στα πιο κάτω κλάσματα.[br][img]data:image/png;base64,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[/img]
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[/img]
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tnzsC0LyxXHoOm5M4uAIApIkoQkSkiy1NX15H4xxKAF8nlO7FZccQyOE7sMIYdrPjKRNYG4nJ6cFgu4XJzDFYhLRlyBuGTEFYhLRlyBuGTEFYhLRlyBuGTEFYhLRlyBuGTEFYhLRlyBuGTEFYhLRlyBuGTEFYhLRv4fXJxElYsuexcAAAAASUVORK5CYII=[/img]
Τα παιδιά χρειάζονται κομμάτια κορδέλας, για να ολοκληρώσουν μια[br]κατασκευή.[br]• Η Δανάη χρειάζεται 2/3 m κορδέλα.[br]• Ο Θάνος χρειάζεται 3/4 m κορδέλα.[br]• Η Μυρτώ χρειάζεται 4/ 6 m κορδέλα.[br]• Ο Φάνης χρειάζεται 3/6 m κορδέλα.[br]Ποιο παιδί χρειάζεται περισσότερη κορδέλα; Να επεξηγήσεις.
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Information: Κλάσματα 2