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Desafío sobre PA y PG

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Desafío sobre PA y PG

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About this activity

Conoce y verifica conceptos de progresiones.

Created by

Risaury Raposo
Risaury Raposo
Dominican Republic

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Desafío sobre PA y PG
 

Desafío sobre PA y PGOnline version

Conoce y verifica conceptos de progresiones.

by Risaury Raposo
1

Progresiones aritméticas, usos y aplicaciones, progresiones geométricas, aplicaciones

2

En una progresión geométrica, cada término se obtiene multiplicando el anterior por una razón común r.

3

En una PG, si |r| < 1, la suma infinita converge.

4

En una progresión geométrica, la suma de los primeros n términos se calcula como a_1 * n.

5

La fórmula del n-ésimo término de una PA es a_n = a_1 + (n-1)d.

6

Aplicaciones: modelos de ahorro con aportes constantes se modelan con PA.

7

Una progresión aritmética se define por una diferencia común d entre términos consecutivos.

8

En una progresión geométrica con r = -1, los términos no cambian de signo entre posiciones consecutivas.

9

En una progresión aritmética, la diferencia común d es igual al cociente entre dos términos consecutivos.

10

En una progresión aritmética, el primer término siempre es 0.

11

En una progresión geométrica, la razón r no puede ser 0.

 
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