basic definition boolean algebra

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(x*y)*z=x*(y*z) is the

(x*y)*z=x*(y*z) is the
  • A. commutative property
  • B. inverse property
  • C. identity element
  • D. associative property
  • Correct Answer: Option D

Boolean algebra is collection of objects having

Boolean algebra is collection of objects having
  • A. positive properties
  • B. negative properties
  • C. common properties
  • D. different properties
  • Correct Answer: Option C

X+0=0+x =x is an example of

X+0=0+x =x is an example of
  • A. commutative property
  • B. inverse property
  • C. associative property
  • D. Identity element
  • Correct Answer: Option A

In Boolean algebra 0 is a

In Boolean algebra 0 is a
  • A. commutative property
  • B. Additive identity
  • C. associative identity
  • D. identity element
  • Correct Answer: Option B

X*y = y*x is

X*y = y*x is
  • A. commutative law
  • B. inverse property
  • C. associative law
  • D. identity element
  • Correct Answer: Option D