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$(A+B) \bar{AB}$ is equivalent to

  1. $A \bigoplus B$
  2. $A \bigodot B$
  3. $(A \bigoplus B) \bigodot  A$ 
  4. $(A \bigodot B) \bigoplus  A$

2 Answers

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Considering this as question

(A+B)A'B
=A'B

Option A & B are not equivalent to A'B

C & D both giving solution B'

So no option is matching here.

Plz correct me.
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The boolean expression can be written as:

$(A+B).\overline{(AB)}$

$\ = (A+B).(\bar A+\bar B)$

$\ = (A.\bar A+A.\bar B+\bar AB+B.\bar B)$

$\because (x.\bar x=0)$

$\therefore(\bar AB+A\bar B \equiv (A\oplus B) )$

So Option $(A)$ is correct.

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