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Desafío: Sucesiones Geométricas

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Desafío: Sucesiones Geométricas

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Verdadero o falso sobre sucesiones geométricas.

Created by

Luisa Galeano
Luisa Galeano
Colombia

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Desafío: Sucesiones Geométricas
 

Desafío: Sucesiones GeométricasOnline version

Verdadero o falso sobre sucesiones geométricas.

by Luisa Galeano
1

La suma de n términos de una geométrica se puede calcular con a1*(1-r^n)/(1-r) para r ≠ 1.

2

En una geométrica general, un término se obtiene multiplicando el anterior por la razón.

3

En una sucesión geométrica, la razón es constante.

4

En una geométrica, la suma de dos términos consecutivos es constante.

5

Si a1=3 y r=2, la segunda término a2=6.

6

En una sucesión geométrica, la razón nunca puede ser un decimal.

7

Si r=1, la suma de los primeros n términos es siempre mayor que a1.

8

En una sucesión geométrica, la razón puede variar entre pares de términos no consecutivos.

9

Si a1=4 y r=0.5, el tercer término es 2.

10

Si la razón r es 1, todos los términos son iguales.

 
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