Question

question 10
simplify the following boolean epression:
c+ac+cd
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question 11
simplify the following boolean epression:
b+bc
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Explanation:

Step1: Apply Boolean algebra rule \(A + AB=A\)

For \(C + AC+CD\), first consider \(C + AC\). According to the rule \(A + AB = A\) (where \(A = C\) and \(B=A\)), \(C+AC=C\). So the expression becomes \(C + CD\).

Step2: Apply the rule again

Now, for \(C+CD\) (where \(A = C\) and \(B = D\)), using \(A+AB = A\), we get \(C\).

Step3: Simplify \(B + BC\)

For \(B+BC\), using the rule \(A + AB=A\) (where \(A = B\) and \(B = C\)), we get \(B\).

Answer:

Question 10: \(C\)
Question 11: \(B\)