Posted by Anonymous on Wednesday, March 27, 2013 at 11:46pm.
Find the smallest positive integer N \neq 23 such that the fraction \frac {N23} { 7N+6 } is not in simplest terms.

Algebra  Anonymous, Sunday, March 31, 2013 at 1:24am
190
Answer This Question
Related Questions
 Algebra  Find the smallest positive integer N \neq 23 such that the fraction \...
 algebra  Let $x$, $y$, and $z$ be positive real numbers that satisfy \[2 \...
 Algebra  a and b are positive numbers that satisfy the equation \frac {1}{a...
 Algebra  In a certain positive fraction \frac{a}{b} , the numerator is 2 less ...
 Algebra  Find the smallest positive integer N such that 13^N \equiv 1 \pmod{...
 arithmetic  Find the smallest positive integer P such that the cube root of 400...
 Algebra  what is the smallest positive integer N such that 13^N \equiv 1 \pmod{...
 Algebra  If a, b and c are nonzero reals such that a + b + c = 11 and \frac {1...
 Algebra  If a, b and c are nonzero reals such that a + b + c = 11 and \frac {1...
 math  there are three consecutive positive integers such that the sum of the ...
More Related Questions