Find the separation $($difference between the two

numbers in decimal system$)$ between the two

smallest positive numbers in a floating point

number system with the following properties:

Total of $9$ bits. Exponent takes $3$ bits. The system

is normalizing.

Say$$lar$$ nokta ile ay$$r$$n$$z $(23\mathrm{.}34$ ya da $0\mathrm{.}00034$

gibi$).$ Hata oran$+-0\mathrm{.}000005\text{'}$d$$r$.$

Answer: