Show that the number is a rational number by finding a ratio of two integers in simplest form equal to that given number. (-1/3) The number is a rational because it can be expressed as: (Help I don't get what it's asking me 2 do)
can -1/3 be reduced?
that's in simpelst form
Can you un-reduce it, then? What's another fraction equivalent to -1/3? (this may be what it's asking for)
then the two integers that make up the number are -1 and 3
or 1 and -3
Or state that it's rational, because it's in fractional form with two integers, and is simplest form.
1/3 * -1 ?
-1/9 * 3 ? can't really state anything much really because it's an online test
first off read the rules, we are not here to take a test for you........
the questions asks you to give the fraction in lowest terms, and then tell what two integers i.e. {....-3,-2,-1,0,1,2,3...} make up that fraction in lowest terms.
the question is a bad one, because two answers.... \[-\frac{1}{3}=\frac{1}{-3}=\frac{-1}{3}\]
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