Jacob sees a pattern in fractions with a denominator of 9. He says he knows by looking at the numerator whether the equivalent decimal will be a repeating decimal. Select always, sometimes, or never in each blank to correctly complete Jacob's pattern. For fractions of the form n/9, where n is a positive integer:

If n < 9, the decimal equivalent is (always, sometimes, never)
repeating.
If n > 9, the decimal equivalent is (always, sometimes, never)
repeating.
If n is a multiple of 9, the decimal equivalent is (always, sometimes, never)
repeating.