Endianness

We have declared the variables:

int $x=1122334455$;

unsigned int ux $=3141592653$;

int arr$[]=\{10,-10\}$;

char$*$ s $=$Endian$!"$;

The variable $x$ is stored at $0200,$ ux at $0204,$ arr at $0208,$ and $s$ at $0210.$

If our system is little$-$endian, what values would be stored on each byte?

You can write the hexadecimal representation of the value at each address.

$($Hint: You might want to look up the ASCII$-$to$-$hex conversion table!$)$

$\backslash$table$[[0\backslash$times $200,0\backslash$times $201,0\backslash$times $202,0\backslash$times $203,0\backslash$times $204,0\backslash$times $205,0\backslash$times $206,0\backslash$times $207],[,,,,,,,],[0\backslash$times $208,0\backslash$times $209,0\backslash$times $20$A$,0\backslash$times $20$B$,0\backslash$times $20$C$,0\backslash$times $20$D$,0\backslash$times $20$E$,0\backslash$times $20$F$],[,,,,,,,],[0\backslash$times $210,0\backslash$times $211,0\backslash$times $212,0\backslash$times $213,0\backslash$times $214,0\backslash$times $215,0\backslash$times $216,0\backslash$times $217],[,,,,,,,]]$

Now, what would these values be if our system were big$-$endian instead?

$\backslash$table$[[0\backslash$times $200,0\backslash$times $201,0\backslash$times $202,0\backslash$times $203,0\backslash$times $204,0\backslash$times $205,0\backslash$times $206,0\backslash$times $207],[,,,,,,,],[0\backslash$times $208,0\backslash$times $209,0\backslash$times $20$A$,0\backslash$times $20$B$,0\backslash$times $20$C$,0\backslash$times $20$D$,0\backslash$times $20$E$,0\backslash$times $20$F$],[,,,,,,,],[0\backslash$times $210,0\backslash$times $211,0\backslash$times $212,0\backslash$times $213,0\backslash$times $214,0\backslash$times $215,0\backslash$times $216,0\backslash$times $217],[,,,,,,,]]$