SOLUTION: The following are equivalent in boolean algebra a + b = b a * b = a Prove the equivalence of 1 and 2

SOLUTION: The following are equivalent in boolean algebra a + b = b a * b = a Prove the equivalence of 1 and 2

Algebra.Com

Question 1174146: The following are equivalent in boolean algebra
a + b = b
a * b = a
Prove the equivalence of 1 and 2
Answer by Alan3354(69443) (Show Source): You can put this solution on YOUR website!
The following are equivalent in boolean algebra
a + b = b
a * b = a
--------------------
Prove the equivalence of 1 and 2
------------------
1 and 2 are not equivalent.
If you meant the statements 1 and 2, you should spec that.
RELATED QUESTIONS
a) Check that the following expressions are equivalent using the values x = -2, -1, 0, 1, (answered by Alan3354)

Determine if the following are equivalence relations: 1. S=ℝ define (a,b)∈R if... (answered by ikleyn)

I cannot get my head around this question. I would very much appreciate any help please. (answered by richwmiller)

Let P be the set of all triangles in a plane and R be the relation defined on P as aRb... (answered by ikleyn)

Consider the following proposition: There are no integers a and b such that b^2 = 4a +... (answered by richard1234)

Consider the following Bayesian graph: 1)Prove that B and C are conditionally... (answered by ikleyn)

In the expansion of (1+x)^a + (1+x)^b , the coefficients of x and x^2 are equal for all... (answered by ikleyn)

Check that the following expressions are equivalent using the values x = -2, -1, 0, 1, 2. (answered by ikleyn)

Please help I am confused thank You. Check that the following expressions are... (answered by MathLover1,Alan3354)