Part $0$: Suppose the PC is set to $0$x$20000024.$ What range of addresses can be reached using the RISC$-$V a$)$ jal instruction, b$)$ j instruction, c$)$ beq instruction? In other words, what is the set of possible values for the PC after the jump instruction executes?

Part $1$: Suppose that the current value of PC is $0$x$00004124.$ Can we use a single jump instruction to go to PC$=0$x$20014$B$56?($if yes, write the jump instruction and show the value of the immediate field in Hex. If not, use a combinations of instructions to do so and show the immediate values in Hex$)$

Part $2$: Suppose that the current value of PC is $0$x$00004124.$ Can we use a single branch instruction to go to PC$=0$x$20014$B$56?($if yes, write the branch instruction and show the value of the immediate field in Hex. If not, use a combinations of instructions to do so and show the immediate values in Hex$)$

Part $3$: Suppose that the current value of PC is $0$x$1$FFFFE$48.$ Can we use a single branch instruction to go to PC$=0$x$20000$C$48?($if yes, write the branch instruction and show the value of the immediate field in Hex. If not, use a combinations of instructions to do so and show the immediate values in Hex$)$