Given the following function $h,$ find the complement, $h^{\text{'}}.$ Only single variables may be complemented

in the answer. $(1\mathrm{.}0$ points$)$

$h=a{b}^{\text{'}}c+a^{\text{'}}b{c}^{\text{'}}+d(c^{\text{'}}+a^{\text{'}})(b^{\text{'}}+a^{\text{'}})$

For each of the following functions:

$f(a,b,c,d)=m(1,6,9,11,15)$

$g(a,b,c,d)=m(0,6,7,8,14)$

$($a$)$ Provide truth table for both $f$ and $g$ behavior.

$($b$)$ Convert to an algebraic expression in sum of minterms form.

$(1\mathrm{.}0$ Points$)$