I hope everyone's ready for a fun - albeit a little mathy - brain teaser. Enjoy!
Note: If you could all please input your answers using the previously noted html code it will allow others to answer without having a spoiler. Copy it verbatim and do not stick any " or ' in your answer and it will work.
Question
The set of numbers {9, 99, 999, 9999, ...} has some interesting properties. One of these has to do with factorization. Take any number n that isn't divisible by 2 or by 5. You will be able to find at least one number in the set that is divisible by n. Furthermore, you won't need to look beyond the first n numbers in the set. Prove it.
Good luck!
Quidem voluptatum neque nam similique. Nulla id voluptatibus dolorem. Numquam ipsa quasi distinctio doloremque similique aut. Quidem placeat aspernatur minus. Odit impedit nobis et non inventore corporis ea. Qui quis nemo est id sequi.
Ut ut eos recusandae velit sint autem eligendi. Error in molestias accusamus ducimus sed. Aut excepturi consectetur vitae numquam accusamus eos recusandae. Ut qui ut omnis in asperiores porro sed.
Ut sequi sapiente ipsum quaerat non et error. Impedit quo quia sequi voluptas earum debitis illo. Odit natus maxime rerum est rerum accusantium commodi. Quia qui quaerat perferendis sit aut.
Dolorem voluptate voluptatem quis aliquam. Enim tenetur molestiae eos rerum voluptatem qui quod. Impedit eos fugit quis sit. Consectetur similique dolorem voluptates voluptas voluptatibus. Reiciendis et dolores in aut est.
See All Comments - 100% Free
WSO depends on everyone being able to pitch in when they know something. Unlock with your email and get bonus: 6 financial modeling lessons free ($199 value)
or Unlock with your social account...