what is the range for H(x)= |x| , x cannot equals to 0.?

Answer 1

all positive numbers, assuming x must be a real number.

Steve

Answer 2

Range means the set of all possible outcomes for H(x), using all members of the input set, which is known as the domain. The domain in this case does not include 0, and this is the only input that causes H(x) to be 0, so we exclude 0 from the range.

Otherwise, |x| can only be positive, so the range is the set of all positive real numbers.

Answer 3

The range fo H(x) are all real numbers including zero because

I0I=0 I understand that you are asking for the values x can take)

IxI is always positive except for x =0 where its value is 0