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Q$.1$ IEEE $754$

What is the decimal floating$-$point equivalent of the hexadecimal representation c$14$c$0000($or $0$xc$14$c$0000$ in

$\frac{C}{C}++$ notation$)$ in IEEE $754$ single precision floating point representation? The layout for the $32-$bit single

precision is:

Single Precision $(32-$bit$)$

float in C

$-1$ sign bit $(0=$ pos $\frac{?}{1}=$ neg$)$

$8$ exponent bits

Excess$-127$ representation

value $=$ stored $-127$

$23$ fraction bits $($after $1.)$

Equivalent decimal range:

$7$ digits ${10}^{+38}$