Answer: 1 already is a rational number. If you want to get technical, you could write it as 1/1.
Answer: Any integer is a rational number. No matter how you write it, it will still be a rational number.
Answer: 10/10, 2/2, 3/3, 365/365, etc.
Yes. Any number that you can completely write down with digits is rational. 0.004 is the ratio of 1 to 250 .
Any number that you can write down completely is a rational number. You did that with 89.99, so it's rational.
Write each rational number as b. 0.31
1). Quick check: Any number that you can write down completely with digits is a rational number. So yes, it is. 2). Formal analysis: A rational number is a number that can be written as the ratio of two integers. 375 is the ratio of 375 to 1 ( 375/1 ) . So yes, it is.
12.52 is rational, as is any number that you can write out completely in decimal form.
6 is a rational number. It can be written as 6/1
8,100 is the ratio of 8,100 to 1 . That's about as rational as you can get.The definition of a rational number is:A number that you can write as the ratio of two whole numbers.It also turns out that if you can write a number out completely with digits,then it's a rational number.
-12 is the ratio of 12 to -1, so it's a rational number. Any number that you can write down completely with digits is a rational number.
Any whole number is RATIONAL, since you can write it as a fraction with a denominator 1. In this case, 22/1.
-4/1
Yes. Any number that you can completely write down with digits is rational. 0.004 is the ratio of 1 to 250 .
Any number that can be expressed as a fraction is a rational number as for example the integer 3 is 3/1 as an imprope fraction
Yes. A rational number is one that you can write as a fraction a/b, with integers a and b (b not equal to zero). For a whole number, set b = 1. For example, 5 = 5/1, so it is a rational number.
Not too tough . . . Any number that you can completely write down on paperis a rational number.
Any number between 0 and -1 that you can write on paperwith a pencil or a crayon is a rational number.Here is an example:-0.60214937
2.6 is the ratio of 26 to 10 ... nice and rational.
All numbers are rational, except those where the decimal digits recur to infinity AND there is no regular order in the decimal digits. e.g. Rational ; 3.3333333..... or 3.232323...... (regular order in decimal digits). Irrational ; 3.141592.....(pi) or 1.41421356.....(sqrt(2) (no regular order in decimal digits). I have cited four numbers, all of which recur to infinity but there is no regular order in the decimal digits of irrational numbers. NB the three or more dots (....) after the last number indicate that a decimal recurs to infinity.