[Solved] CS2400 Homework5-read and convert a 32-bit 2s complement into a signed decimal string

Write an ARM program to read and convert a 32-bit 2s complement into a signed decimal string

• in the data area, o Declare and initialize a null-terminated string with a label of HexStr and an initial value of your choice (each byte is the ASCII of a Hex symbol in this 32-bit 2s complement number). For example, the string could be A8F, 0.
  • declare and initialize a signed word as 0, label this word as TwosComp
  • reserved a chunk of zeroed memory with a length of 12 bytes, label this chunk of memory as DecStr

(why a length of 12 bytes is enough?) o reserved a chunk of zeroed memory with a length of 11 bytes, label this chunk of memory as RvsDecStr

(why a length of 11 bytes is enough?) o Store each one of the above four labels as a word with an address label, e.g., adrHexStr DCD HexStr for HexStr, and EXPORT each address label, e.g., EXPORT adrHexStr.

• in the main program, o read the ASCIIs of up to eight symbols of a Hex number (e.g., 1A2B3D4D or FFF4B3FA) symbol by symbol from the memory at HexStr, and convert this list of symbols in ASCII into a 32-bit twos complement number. You may assume that this Hex number will be zero-extended if less than eight symbols are read, i.e., the missing leading symbols are zeros (e.g., A79 means 00000A79).
  • store this 32-bit 2s complement number at TwosComp.
  • convert the 32-bit signed number at TwosComp to a NULL terminated ASCII string, each byte is the ASCII of the minus sign or a digit in this number. A minus sign, , needs to be placed at the beginning if this number is negative. E.g., if [TwosComp] = 0x1A2B3C4D, then it should be converted into 439041101 ; if [TwosComp] = 0xFFF4B3FA, then it should be converted into 740358 .
    • Hint: when you keep dividing the absolute value of this number by 10, the list of remainders that you obtain are the digits whose ASCIIs are going to be stored at DecStr. However, the first remainder is the Least Significant Digit and the last remainder is the Most Significant Digit!
    • Therefore, you might want to store the ASCIIs of the digits you obtained through division to RvsDecStr first, then reversely store them to the memory at DecStr.
  • write a your own subroutine to divide a positive 32-bit number by 10 and put the quotient and the remainder in two registers, respectively, as the output parameters.
  • call this subroutine for division-by-10 while converting the signed number into its decimal equivalent.

You are NOT allowed to call the division subroutine that is provided by the emulator.

• Store this decimal string as a NULL-terminated string to memory labeled as DecStr.