AL YAZID BIN TUGIMON's Quiz 5B - Boolean Simplification - OpenLearning


Question 1

Boolean algebra is different from ordinary algebra in which way?

Correct!

  • Selected: Boolean algebra have only 2 discrete levels: 0 and 1
  • Boolean algebra can represent more than 1 discrete level between 0 and 1
  • Boolean algebra can describe up to 3 levels of logic levels
  • The same as normal algebra. It is called Boolean just because it is applied to digital circuits.

Question 2

Give the relationship that represents the dual of the Boolean property A + 1 = 1?

Correct!

  • Selected: A * 0 = 0
  • A * 1 = 1
  • A + 0 = 0
  • A * 1 = 1

Question 3

Which of the following relationships represents the dual of the Boolean property x + x'y = x + y?<br>

Correct!

  • Selected: x(x' + y) = xy
  • x'(xy') = x'y'
  • x*x' + y = xy
  • x(x'y) = xy
  • x'(x + y') = x'y'

Question 4

An equivalent representation for the Boolean expression A' + 1 is

Correct!

  • Selected: 1
  • A
  • A'
  • 0

Question 5

Simplification of the Boolean expression AB + ABC + ABCD + ABCDE + ABCDEF yields which of the following results?<br>

Correct!

  • Selected: AB
  • A + B(C+D(E+F))
  • A + B + C + D + E + F
  • AB + CD + EF
  • ABCDEF

Question 6

Simplification of the Boolean expression (A + B)'(C + D + E)' + (A + B)' yields which of the following results?<br>

Correct!

  • Selected: A'B'
  • A + B
  • C + D + E
  • C'D'E'
  • A'B'C'D'E'

Question 7

Given the function F(X,Y,Z) = XZ + Z(X'+ XY), the equivalent most simplified Boolean representation for F is:<br>

Correct!

  • Selected: Z
  • Z + YZ
  • Z + XYZ
  • XZ
  • X + YZ

Question 8

Simplify the Boolean expression (A+B+C)(D+E)' + (A+B+C)(D+E) and choose the best answer

Correct!

  • Selected: A + B + C
  • D + E
  • A'B'C'
  • D'E'

Question 9

Simplification of the Boolean expression AB + A(BC)' yields which of following results?<br>

Correct!

  • Selected: A
  • BC
  • B
  • AB
  • (BC)'

Question 10

Simplifing (AB)' + A'B to most basic form yields which of the following expressions?<br>

Correct!

  • Selected: (AB)'
  • A'
  • B'
  • A + B
  • B

Result:

10/10

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