Question 5 2 points Save Answer Given window sensors (w, x, y and z), that output a 0 when the window is open and a 1 otherwise, what is the canonical sum of products equation for a circuit that will output a 1 in the following conditions: window x is open and no other windows are open or both windows w and z are open but x is closed anytime y is open regardless of other windows O z'+ wx'y' + w'xy O w'xyz' + w'xyz + wx'y'z' + wx'y'z + wx'yz' + wxy'z' + wxyz' O w'x'y'z' + w'x'yz' + w'xy'Z' + w'xyz' + w'xyz + wx'y' + wx'yz' + wxy'Z' + wxyz' Ow'x'y'z' + W'x'yz' + w'xy'z' + w'xyz' + w'xyz + wx'y'z' + wx'y'z + wx'yz' + wxy'z' + wxyz' + W'x'y'z + w'x'yz + W'xy'z + wx'yz + wxy'z + wxyz O w'x'y'z' + w'x'y'z + w'xy'z' + w'xy'z + w'xyz' + wx'y'z' + wx'y'z + wx'yz + wxy'z' + wxy'z O w'x'y'z' + w'x'yz' + w'xy'z' + w'xyz' + w'xyz + wx'y'z' + wx'y'z Ow'x'y'z + W'x'yz + w'xy'z + wx'yz + wxy'z + wxyz Question 6 Given the following equation: w'x'y'z' + w'x'y'z + w'x'yz' + w'x'yz + w'xy'z' + w'xy'z + w'xyz' + w'xyz + wx'y'z + wxyz' Fill out the Kmap below with 1s and Os to match this equation. Do not forget to fill in the edges as well. YZ 00 00 1 wx Question 7 Using a K-map reduce the equation below to the most minimal equation. a'b'c'd' + a'b'c'd + a'b'cd' + a'b'cd + a'be'd' + a'bc'd + a'bcd' + a'bcd + ab'c'd + abcd Pick the correct answer from the options below. O a'b' + ab + abcd + ab'c'd O a'+b'c'd + bcd O a' + bcd + ab'c'd O a' + bcd' + b'c'di O a'b' + ab + bcd + ab'c'd