Convert the C function below to MIPS assembly language. Make sure you follow the MIPS calling conventions. unsigned int sum(unsigned int n) if (n == 0) return %; else return n+ sum(n-1);
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- Please can you convert this part of a c program to pep 9 assembly language void findLog ( int *result, int num, int b ) { int k; num--; *result = 0; while (num > 0) { *result = *result + 1; num = divide(num, b); } // end while } // end of findLog( )Consider the following C code: long func (1long x, long m, long n) { long result = 0; int p = 1; int g = 10 if ((x > m) && (x < n)) { p = p + m; 9 = g + n; } else p = p n; result = return result; } • Rewrite the code and replace the if-else with 'goto' statements. • Write the assembly code that corresponds to the C goto' version. • Compile the C code to assembly using the gcc compiler and see how your code compares with the compiler version.MIPS low-level assembly Complete fib_recur function, which recursively calculates the Fibonacci numbers from a given positive integer input. This is the high-level description of the recursive Fibonacci. def fib_recur(x): if (x == 0): return 0; elif (x == 1): return 1; else: return fib_recur(x-1)+fib_recur(x-2); >> a0: the input argument, x
- Write a MIPS assembly language program that implements the following recursive function: if n 6 function1 (n) = (n % 2) + 4 function1(n-5)/n + function1 (n-3)*7 -n *see the pesudo-C code below as a reference: void main() { int ans, n; 4 printf("User Integer:\n"); 7 scanf("%d", &n); 8 ans = function1(n); 10 11 printf("Solution: %d\n", ans); 12 13 return; 14 } 15 int function1(int n) 17 - { 16 if (n <= 6) { int ans1 = (n % 2) + 4; return ans1; } else 18 19 20 21 22 23 { int ans1 = function1(n-5)/n + function1(n-3)*7 - n; return ans1; } 24 25 26 27 28 sample output: User Integer: 13 Solution: 114In C code This is what I have so far #include <stdio.h> int main () { unsigned int x = 0x76543210; char *c = (char*) &x; printf ("*c is: 0x%x\n", *c); if (*c == 0x10) { printf ("Architecture is little endian. \n"); } else { printf ("Architecture is big endian. \n"); } return 0; }Please convert to C language #include <bits/stdc++.h>using namespace std; //folding method int main(){ string s; cout << "enter number\n"; cin >> s; //folding and summing int sum = 0; for (int i = 0; i < s.length(); i += 2) { if (i + 1 < s.length()) sum += stoi(s.substr(i, 2)); else //when only one digit is left for folding sum += stoi(s.substr(i, 1)); } cout << s << "->" << sum % 10; return 0;} Output:
- MIPS Programming Assignment Part I Rewrite C statements int i = 11; int j = 10; int A[] = { 0x11, 0x22, 0x33 }; int B[] = { 0x0, 0x1, 0x2, 0x3, 0x4, 0x5, 0x6, 0x7, 0x8 }; B[ 8 ] = A[ i - j ]; in MIPS assembly. Assume that addresses of variables i, j, A, and B are loaded into the registers $s3, $s4, $s6, and $s7, respectively: .data i: .word 11 j: .word 10 A: .word 0x11, 0x22, 0x33 B: .word 0x0, 0x1, 0x2, 0x3, 0x4, 0x5, 0x6, 0x7, 0x8 .text la $s3, i # load address of i la $s4, j # load address of j la $s6, A # load address of A la $s7, B # load address of B When you finished programming, add a comment at the end of your code which specifies what value is assigned to the location of B[8] after the program executes. Part IIWrite MIPS Assembly program that allows the user to enter a string of text. Determine whether the entered string is a palindrome (a word or a phrase that reads the same backward as forward, like "kayak" and "level") and print the result on the screen.Write the MIPS compiler of the following C Code: int sum (int a, int b, int c) { int tot; tot=a+b+c return tot;Consider the following pseudo-code for a Python recursive function. ###### #### 1 FUNCTION: liftoff 2 INPUT: count 3456789 IF count is not an integer THEN Produce Error Message ELSE IF count is 0 THEN PRINT "We have liftoff" ELSE PRINT count liftoff (count-1) ########################## Complete the following statements: The function's header is represented between line numbers 2 ##### The function's body is represented between line numbers The function's base case is defined by line 3 4 5 6 7 8 9 10 and and
- please no copy and paste answers MIPS assembly 1. Complete fib_recur function, which recursively calculates the Fibonacci numbers from a given positive integer input. This is the high-level description of the recursive Fibonacci. def fib_recur(x): if (x == 0): return 0; elif (x == 1): return 1; else: return fib_recur(x-1)+fib_recur(x-2); >> a0: the input argument, x must be implemented in recursion and with the given algorithmplease no copy and paste answers MIPS assembly 1. Complete fib_recur function, which recursively calculates the Fibonacci numbers from a given positive integer input. This is the high-level description of the recursive Fibonacci. def fib_recur(x): if (x == 0): return 0; elif (x == 1): return 1; else: return fib_recur(x-1)+fib_recur(x-2); >> a0: the input argument, x must be implemented in recursion and with the given algorithm ################################################################ Text Section.text ############################################################################################################################################################################################## PART 1 (fib_recur)#a0: input number###############################################################fib_recur:############################### Part…please no copy and paste answers MIPS assembly 1. Complete fib_recur function, which recursively calculates the Fibonacci numbers from a given positive integer input. This is the high-level description of the recursive Fibonacci. def fib_recur(x): if (x == 0): return 0; elif (x == 1): return 1; else: return fib_recur(x-1)+fib_recur(x-2); >> a0: the input argument, x must be implemented in recursion and with the given algorithm ################################################################ Text Section.text #DO NOT ADD OR CHANGE ANYTHING HERE ############################################################################################################################################################################################## PART 1 (fib_recur)#a0: input…