IEEE$-754$ single precision floating point uses the following format to store

floating point numbers:

$32$ bits

$8$ bits for the exponent with a bias of $127$

$23$ bits for the normalized mantissa $($uses a hidden bit$)$

$1$ sign bit

Show how the floating point number $0\mathrm{.}7625$ would be stored using this format.

Express your result in hexadecimal.