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(Solved): Consider the following truth table: In this table, a 1 or 0 indicates an output which must be set, ...



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Consider the following truth table: In this table, a 1 or 0 indicates an output which must be set, given the inputs , and . Write boolean expressions for Q1.1, Q1.2, Q1.3, Q1.4 in terms of A, B, C. Partial credit will be awarded for answers not in simplest terms; for full credit, you must submit the simplest possible answer (i.e. the answer which requires the fewest operations). Note: The answer checker will only accept answers which are sequences of "A", "B", "C", "1", "0", and characters among "()*+!". Use ! for NOT, * for AND, + for OR, and () for grouping and precedence. Spaces are allowed, but will be ignored. An example answer looks like this: This question will be scored as follows: First, your solution is compared against the reference solution on all valid inputs. If there is a mismatch, the solution is scored as 0 . Otherwise, your score is computed as , where is the number of boolean operators in our reference solution, and is the number of boolean operators in the student submission. It is possible to get more than on this question if your solution uses less boolean operators than the staff solution.


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Given Truth table is,


Using k-map we write the boolean expressions for Q1.1, Q1.2, Q1.3 and Q1.4



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