Of course. A "rational number" is any number that can be represented
as the ratio of two integers.
-32 is the ratio of -32/1 .
-29.72 is the ratio of -743/25 .
-12.94 is the ratio of -647/50 .
etc.
In fact, we'd go out on a limb here and argue that the negative of any
rational number is also a rational number.
It could be irrational or complex.
There is no such number. If any number laid claim to being the smallest rational number its claim could be challenged by half that number - which would also be rational and, obviously smaller. And the claim of that number could be challenged by half that number, and so on.
6 is a rational number. It can be written as 6/1
It is a rational number. The reason that it is rational is that you can represent it as a fraction, where the denominator (the number at the bottom of the fraction) is not equal to 0.So, for example, as we could write the number 15.125 as 15125/1000 then it is rational.
If you start with an empty bucket, and you take out of it any number of times,there must be a negative amount in it when you're done.
Negitive is a number that is below 0.
Yes, you can.
Yes.-2 + -2 becomes -2 - 2 which is -4.-2 - -2 become -2 + 2 which is 0.
rational. The fact that you could write it out in a fraction proves that it is.
yes all negative numbers are rational numbers because they can be written as p/q form where p and q are any integer.
It could be irrational or complex.
no it's a negitive number
a negative number is a number below 0
not a whole number maby a NEGITIVE
1.5 is a rational number because it can be written as the ratio 3/2 7 is a rational number because it could be written as the ratio 7/1 3/4 is a rational number because it could be written as a fraction
There is no such number. If any number laid claim to being the smallest rational number its claim could be challenged by half that number - which would also be rational and, obviously smaller. And the claim of that number could be challenged by half that number, and so on.
It could be either. For example, √9 is a rational number, whereas √2 is not.