Below is a sketch of a simple instance space with six instances shown. Consider three potential

hypotheses over that instance space, $h_a,h_b,h_c.$ A sketch for hypothesis $h_c$ is provided. What

is $h_c(x_i)$ for all six $x_i?$ Given the information below, sketch a potential hypothesis over the

instance space for $h_a$ and $h_b.$ With respect to the six instance points given, how do these three

hypotheses relate to one another in terms of generality? Suggest a new hypothesis that is strictly

more general than all three of these.

$h_a(x_1)=h_a(x_2)=h_a(x_4)=h_a(x_5)=1$

$h_a(x_3)=h_a(x_6)=0$

$h_b(x_4)=h_b(x_5)=1$

$h_b(x_1)=h_b(x_2)=h_b(x_3)=h_b(x_6)=0$

It's