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Karolina X
Created on April 17, 2020
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Transcript
Karolina Wiktor
ZŁOTÓWKI I GROSZE
Polski pieniądz nazywa się złoty polski, a nie jak powszechnie i potocznie się mówi: złotówka (złotówka to moneta o wartości 1 zł). Pieniądze, którymi posługujemy się na co dzień dzielą się na: banknoty i monety.
BANKNOTY
MONETY
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
groszowe
złotowe
Monety dzielą się na:
W działaniach matematycznych zapisujemy wyraz grosze skrótem gr
UWAGA!
1 złoty to 100 groszy 1 zł to 100 gr
Ile to razem groszy:
Po zakończonej pracy kliknij i sprawdź.
100 gr
94 gr
56 gr
80 gr
Narysuj w zeszycie, jak można wypłacić podane kwoty, używając jak najmniejszej liczby monet.