why did we say that w1 = w2. is it because the coeeficent for them in the first equation are equal?

1. What is the equation that corresponds to the decision boundary? [ 2pts] The decision boundary is diagonal and it crosses the point (2,3). It is perpendicular to the line between support vectors (1,2) and (3,4), hence its slope is m=1. Thus, the line equation is (x23)=1(x12)=x1+x2=5. 1. Compute the weight vector W. [ 2pts] From the above equation, we can deduce that the weight vector has to be of the form (w1,w2), where wl=w2. It also has to satisfy the following equations: W1+2w2+b=1 and 3w1+4w2+b=1 Hence, w1=w2=1/2 and b=5/2