109,418,989,131,512,359,209

Number
$109 \, 418 \, 989 \, 131 \, 512 \, 359 \, 209$ is:


 * $3^{42}$


 * The $10 \, 460 \, 353 \, 203$th square number:
 * $109 \, 418 \, 989 \, 131 \, 512 \, 359 \, 209 = 10 \, 460 \, 353 \, 203 \times 10 \, 460 \, 353 \, 203$


 * The $4 \, 782 \, 969$th cube number:
 * $109 \, 418 \, 989 \, 131 \, 512 \, 359 \, 209 = 4 \, 782 \, 969 \times 4 \, 782 \, 969 \times 4 \, 782 \, 969$


 * The $2187$th sixth power:
 * $109 \, 418 \, 989 \, 131 \, 512 \, 359 \, 209 = 2187 \times 2187 \times 2187 \times 2187 \times 2187 \times 2187$


 * The $729$th seventh power:
 * $109 \, 418 \, 989 \, 131 \, 512 \, 359 \, 209 = 729 \times 729 \times 729 \times 729 \times 729 \times 729 \times 729$


 * The $42$nd power of $3$:
 * $109 \, 418 \, 989 \, 131 \, 512 \, 359 \, 209 = 3^{42}$


 * The $21$st power of $9$:
 * $109 \, 418 \, 989 \, 131 \, 512 \, 359 \, 209 = 9^{21}$


 * The largest $n$th power which has $n$ digits:


 * $9^{21} = 109 \, 418 \, 989 \, 131 \, 512 \, 359 \, 209$ has $21$ digits

Also see

 * Largest nth Power which has n Digits