Hoy aprenderemos las sucesiones

Sucesiones numéricas
De acuerdo al video responde las siguientes preguntas
¿Cuántos tipos de sucesiones observaste?
Lee y copia en tu cuaderno portafolio
[b]Sucesión creciente con suma[/b][br][br]Es una sucesión formada por un patrón de suma, porque cada término de la[br]sucesión es mayor que el anterior. [br][br][b]Ejemplo:[/b][br]Formar una sucesión de 10 términos; el primer término es 8 y el patrón es + 7.[br][img]data:image/png;base64,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[/img][br][br][br][br][br]

Sucesión decreciente con resta

Sucesiones numéricas decrecientes
De acuerdo al video observado, responde la siguiente pregunta
¿Qué nos indica el patrón?[br][br][br]

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