$.$ Consider the following method:

void sh ow by te s $($ int v al $)\{$

int i v a l $=$ v al ;

f l o a t f v a l $=($ f l o a t $)$ i v a l ;

int $$ p v al $=$ &i v a l ;

s h ow i n t $($ i v a l $)$ ;

s h o w fl o a t $($ f v a l $)$ ;

s h ow p oi n t e r $($ p v al $)$ ;

$\}$

and consider the following three calls to show bytes:

int a $=0$ x$12345678$ ;

b y t e p o i n t e r ap $=($ b y t e p o i n t e r $)$ &a ;

sh ow by te s $($ ap $,1)$ ; $/$ A$./$

sh ow by te s $($ ap $,2)$ ; $/$ B $./$

sh ow by te s $($ ap $,3)$ ; $/$ C $./$

Indicate the values that will be printed by each call on a little$-$endian machine and on a big$-$endian

machine: