$5.$ Given two $32-$bit byte$-$addressable $$memory$-$aligned$$ machines, M$1,$ and M$2,$ with M$1$ following Big Endian and M$2$ following Little Endian format, it is found that the data $0$x$3344$aabb $($a $32-$bit hex number$)$ and $0$xccdd$5566$ are returned from

the memory when the address $0$x$00030004$ and $0$x$00030008$ are given, respectively, for a $$read$-$word signed operation$$ from both machines. What will you get from memory if you issue a read for

$($a$)$ a halfword with address $0$x$00030006$ for M$1$ and M$2$ respectively?

$($b$)$ a halfword with address $0$x$00030009$ for M$1$ and M$2$ respectively?

$($c$)$ a byte with address $0$x$000030007$ for M$1$ and M$2$ respectively?

$($d$)$ a byte with address $0$x$00030009$ for M$1$ and M$2$ respectively?

Note: for each answer, you need to return a $32-$bit$$ signed value $($in hex$)$ which is of the same signed value as the one read.

Please show all work.