which statement is true about numbers that are not rational?\nall numbers that are not rational are…

which statement is true about numbers that are not rational?\nall numbers that are not rational are irrational.\nonly some numbers that are not rational are irrational.\nall numbers that are not rational have decimal expansions that repeat.\nonly some numbers that are not rational have decimal expansions that repeat.

which statement is true about numbers that are not rational?\nall numbers that are not rational are irrational.\nonly some numbers that are not rational are irrational.\nall numbers that are not rational have decimal expansions that repeat.\nonly some numbers that are not rational have decimal expansions that repeat.

Answer

Brief Explanations:

By definition, real numbers are split into rational and irrational sets. Any real number that is not rational falls strictly into the irrational category. Irrational numbers have non-repeating, non-terminating decimal expansions, so statements about repeating decimals for non-rational numbers are false.

Answer:

A. All numbers that are not rational are irrational.