(Solved): Consider two C++ int arrays A and B. - The base address of A is held by $s1, and B$s2. - Variable i ...

Consider two $\mathrm{C}++$ int arrays $\mathrm{A}$ and $\mathrm{B}$. - The base address of $\mathrm{A}$ is held by $\$\mathbf{s}1$, and $\mathrm{B}\$\mathbf{s}2$. - Variable $i$ is an index into A. Assume $i$ is never out of index bound. - Variable $\mathbf{x}$ and $\mathbf{y}$ are $\mathrm{C}++$ int variables. Write the instructions corresponding to the $\mathrm{C}++$ code below. $A[i]=B[i?3]+(B[i?2]?20)$; 1 \# Line $2?6$ compute the addr. of $\mathrm{B}[\mathrm{i}]$ $2\#$ The addr. of $\mathrm{B}[0]=\mathrm{R}[\$$ 3 \# The Byte offset of $B[i]$ based off $B[0]=4?$ $\#\$$ to $=$ Byte offset of $B[i]$ 4 5 \# The addr. of $\mathrm{B}[\mathrm{i}]=\mathrm{add}r$. of $\mathrm{B}[$ 6 7 \# The Byte offset of $B[i?2]$ based off $B[i]=$ 8 9 $\#\$\mathrm{t}3=\mathrm{B}[\mathrm{i}?2]?20$ 10 \# The Byte offset of $B[i?3]$ based off $B[i]=$ $11\#\$\mathrm{t}4=\mathrm{B}[\mathrm{i}?3]$ 12 13 \# Iine $14?17$ compute the addr. of $\mathbb{A}[i]$ $14\#$ The addr. of $\mathbb{A}[0]=R[\$$ 15 \# The Byte offset of $\mathbb{A}[i]$ based off $\mathbb{A}[0]=R[\$$ $16\#$ The addr. of $\mathbb{A}[i]=\mathrm{addr}$. of $\mathbb{A}[$ ]$+R[S$ 17 $\text{ \#\$t }6\text{ = address of }\mathbb{A}[i]$ 18 \# The Byte offset of A[i] based off $A[i]=$ 19