Tarefa "Sequências e Regularidades"

1. Descubra a regra em cada situação:
Indica qual o número de biscoitos em cada saco.
Indica qual o número de flores em cada jarra.
Indica qual o número de lápis em cada suporte.
2. Escreva os números que faltam para completar as sequências.
3. Continue as várias sequências
0, 2, 4,___,___,___,___
20, 19, 18, ___,___,___,___
12, 10, 8, ___,___,___,___
1+1, 2+2, 3+3, ___,___,___,___,
4. A casa da Sofia é identificada com o número “4033”. A sua avó mora na mesma rua, três casas após a dela. Qual será o número da casa da avó da Sofia?
5. Descobre a regra de cada sequência. Completa os espaços.
[img]data:image/png;base64,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[/img]
[img]data:image/png;base64,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[/img]
[img]data:image/png;base64,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[/img]
[img]data:image/png;base64,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[/img]
[img]data:image/png;base64,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[/img]
[img]data:image/png;base64,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[/img]
Close

Information: Tarefa "Sequências e Regularidades"