Simplifying $(A'+ D) \times [(B \times C) + D']$ in Boolean algebra

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$(A'+ D) \times [(B \times C) + D']$ I can rewrite as $(A' + D) \times (D' + B) \times (D' + C)$. Is there a way of simplifying to get to the step of $D' + D = 1$ or $D' \times D = 0$ or any other simplifying that I can do? Thank you.