The logical expression y = a + a'b is equivalent to
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This discussion on The logical expression Y = A + AB is equivalent toa)Y = ABb)Y = ABc)Y = A + Bd)Y = A + ... ans A+A'B =(A+A')(A+B) since A+A'=1.
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Given:
y = a + a'b
To find:
Equivalent logical expression for y = a + a'b
Solution:
y = a + a'b
⇒ y = (a + a') (a + b)
Because, we have,
y = aa + ab + a'a + a'b
y = a + ab + a'b
y = a (1 + b) + a'b
y = a + a'b
Therefore, now consider,
y = (a + a') (a + b)
y = (1) (a + b)
∴ y = a + b
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