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Convert -11.3125 into IEEE 754 floating point binary representation (1.5 Marks)⚠️No space delimitation.
(a) x43686172697A61726421 (0.5 Mark)
(a) 1111 + 0011
+ = | Overflow =
(b) 1110 + 0111
+ = | Overflow =
(c) 0111 + 0001
+ = | Overflow =
(d) 1000 + 1100
+ = | Overflow =
(e) 1111 + 1001
+ = | Overflow =
Task : Given the logic circuit in the Figure below, fill the truth table for the outputs D,E,F,G, Z. (1.5 Marks)
(a) NOT ((NOT (A AND B)) OR (NOT C))Hint: Utilize DeMorgan’s Law or face tedious work.
(b) x556F57203A29 (0.5 Mark)
(b) (A XOR B) AND C
b) 0011 + 1001
d) 110 - 1101
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