“A decision boundary can be linear or non linear.” Is this statement is correct? Justify your
answer. Find the values of all Ɵs and x’s if decision boundary is ellipse for the given hypothesis:
hƟ(x) = g (Ɵ0 + Ɵ1 x1 + Ɵ2 x2 + Ɵ3(x1)^2
+ Ɵ4 (x2)^2).
Also plot it to classify positive and
negative class.
x2 and theta 0, are variables
not x.2
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of a natureNothing can tame, Changed every moment, Ever the same;— ’a.
Who can’t be tamed according to the poet?
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