5. Translate the following code from MIPS to binary: addi $t3, $zero, 16 bne $t3, $s4, else sw $t3, 12 ($s0) j overelse else: sub $t3, $s4, $t2 overelse:

ES) Convert 27.3410 to octal. If the answer is irrational, stop at four digits after number point. (us) Convert 0.110 to binary. Can you accurately represent the same value in binary using a certain number of bits? Why or why not? What is the relationship between the three numbers below? Explain why it is the case. xyzb xyzob xy.zb Here x, y, and z are all valid single-digit values in the number system in base b and b is an integer larger than 1.

Assume we are running code on a 7-bit machine using two's complement arithmetic for signed integers. A "short" integer is encoded using 3 bits. Fill in the empty boxes in the table below. The following definitions are used in the table: short sy = -3; int y = sy; int x = -12; unsigned ux = x; Note: You need not fill in entries marked with "-". Expression Decimal Binary Zero -8 10 0110 ux y x >> 2 ux & y TMax TMax + TMin

Im having some trouble with my code in C programming. Here is what the output is suppose to look like:  Starting the CPSC 1011 Decimal to Binary Converter! Please enter a positive whole number (or EOF to quit): 42 42 (base-10) is equivalent to 101010 (base-2)! Please enter a positive whole number (or EOF to quit): -2 Sorry, that was not a positive whole number. Please enter a positive whole number (or EOF to quit): 1.1 Sorry, that was not a positive whole number. Please enter a positive whole number (or EOF to quit): 11.0 11 (base-10) is equivalent to 1011 (base-2)! Please enter a positive whole number (or EOF to quit): <EOF> Thank you for using the CPSC 1011 Decimal to Binary Generator. Goodbye! --------------------------------------------------------------------------- Here is my code:  #include<stdio.h>int main() //Main method, where program execution starts{int i=0,number,binary[i]; //declaration of variablesprintf("Starting the CPSC 1011 Decimal to Binary…