Can an irrational number ever be a natural number

No because irrational numbers are numbers that cannot be written as a fraction, so the irrational number would be a number with a decimal part that goes on forever and doesn't stop, unlike natural (whole) numbers, that can be written as a fraction which would be considered a rational number

No becuase irrational numbers are numbers than can't be written as whole numbers

The point (5, 10) will work for the rule y=x+5.y= 10 x= 510=5+510=10therefore the ordered pair (5, 10) works for the rule

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