top button
Flag Notify
    Connect to us
      Site Registration

Site Registration

Find the minimum value of n such that the equation 10^n/x = 1989 has an integer solution x where n is a natural number?

0 votes
378 views
Find the minimum value of n such that the equation 10^n/x = 1989 has an integer solution x where n is a natural number?
posted Apr 25, 2018 by anonymous

Looking for solution? Promote on:
Facebook Share Button Twitter Share Button LinkedIn Share Button




Similar Puzzles
0 votes

What is the least positive integer n that can be placed in the following expression:

n!(n+1)!(2n+1)! - 1

and yields a number ending with thirty digits of 9's.

+1 vote

Let Ln denote the arc length of the curve x^2n + y^2n = 1 where n is a positive integer. Find Lim (n->∞) Ln
enter image description here

...