A hypothetical $12-$bit computer represents floating point numbers with one sign bit, six bits of exponent in twos complement format, and five bits of significand $($fraction$.)$ That is$,$ S EEEEEE FFFFF$.$ The exponent represents a power of two. The fractional part is normalized and there is a no "hidden" bit; all fractional bits are explicitly stored.

Sign Bit: $0$ means the number is positive.

Exponent $($EEEEE$)$: $000010$

Significand $($FFFFF$)$: $10000$