Problem $01$: A $=[123456]$ B $=[102030405060]$ C $=[100200300400500600]$ D $=[0\mathrm{.}10\mathrm{.}20\mathrm{.}30\mathrm{.}40\mathrm{.}50\mathrm{.}6]$ a$.$ Create a $3$D array called $\text{'}$AA$\text{'}$ that is $1$x$6$x$4($prob$01$a$)$ b$.$ Access the following values in $\text{'}$AA$\text{'}$ i$.$e$.$ AA$(1,3,3)=300)($prob$01$b$-$e$)$: $>30>20>5>0\mathrm{.}1$ Problem $02$: Store these matrices in a $3$D array $\text{'}$BB$\text{'}$ that is $2$x$2$x$4$ and then perform the following operations by accessing them using the BB variable only $($prob$02$a$-$d$)$: E $=18]$ F $=$ ll $1$ G$=[2)=[12]$ a$.$ dot product of F and G b$.$ element by element division of G by H c$.$ element by element multiplication of H and E d$.$ find determinant of H