For problem 1, select the correct results (1 or 0) for the given inputs, based on this statement: (A XOR B) AND (C XNOR D) Question 1 5 pts A = 1 B=0 C = 1 D = 0 1 Question 2 5 pts A = 0 B = 1 C = 0 D = 0 0 1 Use the following circuit diagram for problem 2. A B D C C B 8 D For the following two problems, select the output resulting from the given input. Question 3 10 pts A=0 B=1 C=0 0 1 Question 4 10 pts A=0 B=1 C=1 0 1 Question 5 10 pts Convert the following number from base 10, to base 2. 79 Make sure to only type in the 1s and Os comprising the answer, no other punctuation is necessary. Question 6 10 pts Convert the following number from base 2, to base 10. 1101011 Make sure to only type out the numbers comprising the answer, no other punctuation is necessary. Question 7 10 pts Convert the following number from base 10, to base 2. 42 Make sure to only type in the 1s and Os comprising the answer, no other punctuation is necessary. Question 8 10 pts Add the following UNSIGNED, byte-sized (8 bits) numbers, and enter the result. 10010011 01101110 Please pad your answer out to 8 bits in total. I.E., if your answer was '101, you'd enter '00000101. Question 9 10 pts As a byte, POSITIVE 26 in decimal is represented as: 00011010 Represent NEGATIVE 26 as a signed byte using 2's compliment. Question 10 20 pts Use the 2's Compliment technique for subtraction to perform the following operation on the two following signed bytes: 00010110 -00001100 Make sure to pad your answer out to the full 8 bits if necessary. For example, if your answer was '10', you'd write it as '00000010