Question: Q1- Simplify the following Boolean function to its simplest form using Karnaugh Maps (Kamps). F(w,x,y,z)= w`x`y`z`+ wx`y`z`+ w`x`yz`+ wx`yz`+ w`xy`z+ wxy`z+ w`xyz+ wxyz+ w`x`yz Q2-

Q1-

Simplify the following Boolean function to its simplest form using Karnaugh Maps (Kamps).

F(w,x,y,z)= w`x`y`z`+ wx`y`z`+ w`x`yz`+ wx`yz`+ w`xy`z+ wxy`z+ w`xyz+ wxyz+ w`x`yz

Q2-

Simplify the following Boolean function to its simplest form using Boolean identities, in each step illustrate the law used to simplify the Boolean function.

F(x,y,z)=(x+y)(x+z)

Q3-

Convert the following numbers into binary numbers and perform the operations. Show all your work?

  1. 10710 + (- 210)
  2. 13310 - 9010
  3. 1110 x 510
Q1- Simplify the following Boolean function to its simplest form using Karnaugh

Convert the following numbers into binary numbers and perform the operations. Show all your work? a) 10710+(210) b) 133109010 c) 1110510

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