Which statement describes 0 . 34 ? select three answers.
a.
it is a repeating decimal.

b.
it is a non-terminating decimal.

c.
it is a non-repeating decimal.

d.
it is a terminating decimal.

e.
it is a rational number.

f.
it is not a rational number.

Explanation:

It appears the horizontal bar is over the "34". If so, then that means we have 0.34343434343434...

The "34" repeats forever; therefore it is known as a repeating decimal.

Any decimal values that repeat forever like this are not terminating, or non-terminating, decimal values. Terminating decimals stop after a certain point (eg: 0.78 is a terminating decimal)

Any terminating decimal is rational, and the same can be said about repeating decimals as well. In this case, 34/99 = 0.3434343434

A rational number is a fraction of two whole numbers. The denominator can never be zero.

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