Consider the expression: F (A, B, C) = AB' + A'C + ABC' Specify F(A, B, C) in the canonical sum-of-products (SOP), use minterm numbers. Specify F(A, B, C) in the canonical product-of-sums (POS), use Maxterm numbers. Minimize the expression for function F using K-map: specify function F with the minimum number of literals, present it in the algebraic SOP form Obtain all prime implicants and identify which are essential. Construct minimal solutions (function covers) using the list of prime implicants. Obtain the POS form for function F, use the minimum number of literals Obtain the SOP and POS forms for a complement to function F. Obtain schematics for the following implementations of function F: AND-OR- INVERT, AND-NOR, NAND-AND. OR-AND-INVERT, OR-NAND, NOR-OR. The algebraic expressions obtained in parts c, d, e can be useful. No additional inverters can be used in the schematics, all variables are available in both true and complemented forms: A, B, C, A', B', C