(a) Algebraically derive the simplest sum-of-products representation for the logic function $h(a,b,c) = \sum (m_0, m_2, m_4, m_5)$. Show & label each algebraic step.
(b) Draw the logic network for the simplified sum-of-products representation for $h(a,b,c)$ in part (a). Inverted inputs are not available.
(c) Write the canonical product-of-sums expression for $f(x,y,z) = \prod (M_0, M_1, M_6)$.
(d) Convert the canonical $f(x,y,z)$ form in part (c) to NOR-only representation and draw its NOR-only logic network. Inverted inputs are not available.