Explain why the statement "all integers are rational numbers" might be true or false.

Rational numbers are numbers that can be written as a quotient of two integers:     a/b where a and b are both all integers can be expressed as fractions with 1 in the denominator. for example, 1 is 1/1, 2 is 2/1, -4 is the same as -4/1, and so on. so we can write all the integers as a  fraction with integer numbers in both the numerator and denominator. therefore, all integers are rational numbers.this statement is true.

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Figure it out your self