Fractions

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217

3

Determine the number of fractions in the pattern below that are expressed in lowest terms.

1/2019, 2/2019, 3/2019, ..., 2019/2019

Guest Oct 12, 2022

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3⁺⁰ Answers

0

All numerators that are multiples of 3, from 3 to 2019 will express the fraction in lowest form:

[2019 - 3] / 3 + 1 ==673 fractions

Guest Oct 12, 2022

+33661

+1

Numerators that are multiples of three are able to express the fraction in lowest form, but aren't actually so expressed here. For example, 3/2019 isn't in lowest form.

And what about numerators that are multiples of 673?

Alan Oct 12, 2022

0

The above should read:

[2019 - 3] / 3 + 3=675 such fractions.

Guest Oct 12, 2022

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