9- Use 4-four variable K-maps to map a six variable function: f(x,y,z,u,v,w) = m(0,5,7,13,15,16,21,23,29,31,32,36, 40, 44,48,52,56,60 ) Simplify the function to the simplest form by combining all four maps using Boolean algebra.(0-15,16-31,32-47,48-63). The maps are using zuvw variables while xy are used as titles;00,01,10 and 11. The following four maps represent f(x,y,z,u,v,w); x'y'=00 map x'y=01 map 24 20 00 01 11 10 00 01 11 10 0 12 3 00 00 16 20 24 28 01 1 13 9 01 17 21 29 25 11 3 7 15 11 11 19 23 27 31 10 2 14 10 10 18 22 30 26 xy'=10 map xy=11 map 20 24 00 01 11 10 00 01 11 10 32 44 36 00 40 00 48 56 52 60 33 37 01 45 41 49 53 57 01 61 11 35 39 47 43 51 55 11 59 63 34 10 38 46 42 10 50 54 58 62 Use reflection symmetry to combine the four maps to find the simplest expression and match it to one of the following: ANSWER= e- vw'(z'u' +y)+y'uw a- vw (zu+x)+ yuwb- vw (z`u +y)+xuw CV'w (z'u'+x)+ x uw - vw +x) d-v'w (x'u+y)+yuw f- NONE