Definition:Multiplicative Persistence/Examples
Jump to navigation
Jump to search
Examples of Multiplicative Persistence
10
$10$ is the smallest positive integer which has a multiplicative persistence of $1$.
25
$25$ is the smallest positive integer which has a multiplicative persistence of $2$.
39
$39$ is the smallest positive integer which has a multiplicative persistence of $3$.
77
$77$ is the smallest positive integer which has a multiplicative persistence of $4$.
679
$679$ is the smallest positive integer which has a multiplicative persistence of $5$.
$277 \, 777 \, 788 \, 888 \, 899$
$277 \, 777 \, 788 \, 888 \, 899$ is the smallest positive integer which has a multiplicative persistence of $11$.