Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN: 9780133923605
Author: Robert L. Boylestad
Publisher: PEARSON
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Thank you for the thorough answer; it's much appreciated. My confusion is from the resultant initial equation from the K-map (A'B'C' + A'BC + AB'C + ABC') that requires further algebraic manipulation in order to be simplified to two XOR's.
Isn't the K-map supposed to give the simplest answer? Obviously, in this case, the K-map equation requires further simplification. (I, myself, figured out the first two steps before the initial submission of the question, but was confused as to why we have to further simplify a K-map equation for the function)
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- Hello Sir.Good Night. I have a question in my home work related Control System Lesson. The following below is my question.Please advise, Thank you so much.arrow_forwardFor the circuit below, fill in the values for the mesh equations. Between the vaiables there will be a space for a + or - sign but the first entry or the voltage value will have to be entered with a negative sign if necessary, just enter the number if it's positive. Just enter the values for the mesh equations. Notice that there is a space for the + or - sign between 1 & 12 and 12 & 13. 22k2 4.7k2 10k2 1.0kQ 47k2 25V 15V kO*12 kOʻ13 = kO*11 kO"12 kO*13 = kO 12 kOʻ13 =arrow_forwardF=A’C+A’B+AB’C+BCa) Express it as SOP (i.e. ∑)b) Simplify it using K-map.arrow_forward
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