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The document you uploaded contains an assignment related to digital logic design. Here's a breakdown of the questions:

1. **Boolean Algebra Reduction**:
   - (a) Reduce the Boolean expression:  
     \( F(x, y, z) = (x' + y' + x'y' + xy)(x' + yz) \)
   - (b) Prove the equivalence:  
     \( F(x, y, z) = (xy' + x'y + x' + y')(x + y' + z) = y' + x'z + xz' \)

2. **Standard Forms for a Boolean Function**:
   - Given \( G = y + x'z \):
   - (a) Convert the inverse of \( G \

The document contains multiple digital logic design problems related to Boolean algebra, reduction, K-map minimization, and circuit design.

This page covers digital logic design problems, including Boolean algebra reduction, K-map minimization, and circuit design. Topics include expressions like F(x, y, z) and methods for proving equivalence. Learn to minimize Boolean functions using K-map for functions like F(w, x, y, z).

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