Given the input/output prototype vector pairs {p1=[110]T,t1=[01]}, {p2=[0.511]T,t2=[0.61]}, and {p3=[111]T,t3=[11]} use the Hebb rule to find the weights of the network W. Use normalized inputs. (note: W=TPT ). Select the correct answer A [3.49810.91614.39818.78014.39815.5981] B [1.94340.508942.44344.87782.44343.11] C [0.233210.0610730.293210.585340.293210.37321] D [0.777350.203580.977351.95110.977351.244] Given the input/output prototype vector pairs {p1=[110]T,t1=[0.1]} and {p2=[111]T,t2=[0.8]}, use the pseudoinverse rule (Moore-Penrose pseudoinverse) to find the weights of the network W. Do not use normalized inputs. (note: W=TP+where P+=(PTP)1PT)