Is it true that a number is negative if it is less than its absolute value?

Is it true that a number is negative if it is less than its absolute value?

If a number is less than its absolute value, the number is negative [√]
Because the absolute value of a number is either its opposite number, or it is itself
If its absolute value is larger than itself, it means that the absolute value of this number is its opposite number, so it is a negative number

If |a|=negative a in a rational number, then the number must be ---- if a is not a positive number, the absolute value is itself, and the absolute value is its when a is negative On the contrary, how is it equal to negative a? If |a|=negative a in a rational number, then the number must be ---- if a is not a positive number, the absolute value is itself, and the absolute value is its when a is negative On the contrary, how is it equal to negative a here? If |a|=negative a in a rational number, then the number must be ----, if a is not positive, the absolute value is itself, and if a is negative, the absolute value is its On the contrary, how is it equal to negative a?

Because a itself is a negative number, and the absolute value must be a positive number, negative negative to positive.