\[\frac{60}{61},\ \frac{60}{67},\ \frac{60}{71},\ \ldots\]

How many reduced positive fractions less than 1 are there with the numerator equal to 60 and the denominators less than 10,000?

\(\)

**Clarification:**

- The fraction \(\frac{60}{122}\) does not count because it can be reduced to \(\frac{30}{61}\).
- The fractions \(\frac{60}3\) and \(\frac{60}{60}\) do not count because they are not less than 1.

×

Problem Loading...

Note Loading...

Set Loading...