Question: Question 2. [2+5=7 Marks] An odd parity generator outputs a 'l' when sum of 'l's in an input binary sequence is odd. a) What are

Question 2. [2+5=7 Marks] An odd parity generator outputs a 'l'

Question 2. [2+5=7 Marks] An odd parity generator outputs a 'l' when sum of 'l's in an input binary sequence is odd. a) What are the parity bits P for a binary sequence (x1, x2) of length 2? x1, x2 are either 0 or 1. [2 marks] Page 1 of 3 b) Realize an odd parity generator for binary sequence of length 2 using an MLP, with the following logic gate building blocks (with sigmoidal activation function). Show the network architecture with all weights and bias values. [1+1+3 = 5 marks] X1 AND NOT(X2) AND +1 -30 OR +1 +1 -10 -10 +20 11 orholx) +20 21 +20 -ho(x) 71 20 -20 ho(x) +20 22 I 2 C2

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