Respuesta :
I want to make sure you understand that absolute value is the distance from zero. It isn't a value; it is a distance.
For example,
6 and -6 both are 6 units from zero. They are opposites on the number line.
8 and -8 are both 8 units from zero. They are opposites on the number line.
But, if you have a negative sign outside the absolute value signs, like so:
-|6| The distance would be 6. But then, since it's outside the signs, it would be -6.
So, yes, wit the signs by itself the absolute value (or distance from zero) is always non-negative.
I hope this helps!
~kaikers
For example,
6 and -6 both are 6 units from zero. They are opposites on the number line.
8 and -8 are both 8 units from zero. They are opposites on the number line.
But, if you have a negative sign outside the absolute value signs, like so:
-|6| The distance would be 6. But then, since it's outside the signs, it would be -6.
So, yes, wit the signs by itself the absolute value (or distance from zero) is always non-negative.
I hope this helps!
~kaikers
Hey there,
Question stating: The absolute value of a number is always non-negative
This statement above would be a [tex]true[/tex] statement.
The reason why it would be true would be because when you see a number as -2. The absolute value of this would be 2. The reason is because the are 2 digits always from the number 0. Thus, this would include that the absolute value of a number is always non-negative.
Hope this helps.
~Jurgen
Question stating: The absolute value of a number is always non-negative
This statement above would be a [tex]true[/tex] statement.
The reason why it would be true would be because when you see a number as -2. The absolute value of this would be 2. The reason is because the are 2 digits always from the number 0. Thus, this would include that the absolute value of a number is always non-negative.
Hope this helps.
~Jurgen